diff --git a/autotest/Delunay/Delunay.cpp b/autotest/Delunay/Delunay.cpp new file mode 100644 index 000000000..2d21cf250 --- /dev/null +++ b/autotest/Delunay/Delunay.cpp @@ -0,0 +1,13 @@ +#include +#include + +using namespace Upp; + +CONSOLE_APP_MAIN +{ + Array poly; + poly << Pointf(18.951605, 0.8) << Pointf(19.714577, 0.6168874) << Pointf(20.14996, 0) << Pointf(19.714577, -0.6168874) << Pointf(18.951605, -0.8) << Pointf(17.753117, 0) << Pointf(18.188618, -0.6) << Pointf(18.188618, 0.6); + + Delaunay del; + del.Build(poly); +} diff --git a/autotest/Delunay/Delunay.upp b/autotest/Delunay/Delunay.upp new file mode 100644 index 000000000..12e490de0 --- /dev/null +++ b/autotest/Delunay/Delunay.upp @@ -0,0 +1,10 @@ +uses + Core, + Geom; + +file + Delunay.cpp; + +mainconfig + "" = ""; + diff --git a/uppsrc/ScatterCtrl/Chart.iml b/uppsrc/ScatterCtrl/Chart.iml deleted file mode 100644 index d2af877d3..000000000 --- a/uppsrc/ScatterCtrl/Chart.iml +++ /dev/null @@ -1,79 +0,0 @@ -PREMULTIPLIED -IMAGE_ID(cursor1) -IMAGE_ID(ZoomMinus) -IMAGE_ID(ZoomPlus) -IMAGE_ID(ShapeHandles) -IMAGE_ID(Copy) -IMAGE_ID(RightArrow) -IMAGE_ID(LeftArrow) -IMAGE_ID(Save) -IMAGE_ID(DownArrow) -IMAGE_ID(UpArrow) - -IMAGE_BEGIN_DATA -IMAGE_DATA(120,156,237,152,105,80,84,87,22,199,65,203,15,58,85,153,153,170,169,154,76,149,21,199,169,73,149,83,154,137,32,90) -IMAGE_DATA(137,226,135,153,170,201,135,36,53,101,88,148,48,33,70,54,25,150,132,61,2,134,96,16,4,23,68,16,162,128,128,128) -IMAGE_DATA(236,8,130,128,2,162,194,19,69,209,184,97,177,67,55,251,46,107,3,13,252,231,220,215,116,79,55,208,208,77,71,101) -IMAGE_DATA(38,156,230,95,77,223,62,191,115,206,189,239,222,251,238,107,173,183,181,222,214,250,21,189,126,105,6,254,111,37,254,74) -IMAGE_DATA(252,149,248,75,97,127,78,189,238,250,87,226,175,196,95,137,255,102,227,47,75,251,13,189,230,177,245,164,50,45,201,128) -IMAGE_DATA(72,85,54,211,190,152,25,51,255,176,176,176,66,249,198,153,207,44,142,209,2,236,250,249,216,121,98,40,171,163,76,25) -IMAGE_DATA(59,43,70,153,146,175,37,19,192,40,21,74,37,239,167,140,215,242,129,114,169,192,27,83,30,101,90,152,87,181,255,119) -IMAGE_DATA(148,124,173,233,248,51,51,154,47,134,148,61,190,113,35,78,235,232,64,123,225,24,243,205,63,86,243,122,31,250,159,241) -IMAGE_DATA(42,196,152,215,180,255,79,99,56,111,222,44,84,151,151,198,176,212,210,18,218,188,245,150,112,121,111,6,252,226,243,145) -IMAGE_DATA(45,2,181,55,131,89,188,92,12,213,55,3,198,191,169,205,64,62,255,82,54,3,229,253,87,109,51,80,127,252,121,74) -IMAGE_DATA(107,101,51,120,237,49,94,229,102,176,100,243,240,240,16,6,4,4,192,201,201,233,197,98,190,123,246,236,185,105,109,109) -IMAGE_DATA(13,3,3,3,153,111,96,96,32,158,61,123,134,163,71,143,226,100,78,27,142,103,183,34,144,228,159,73,186,220,10,191) -IMAGE_DATA(244,102,248,166,53,195,39,165,25,230,230,230,224,56,14,38,38,38,178,201,110,103,103,247,208,215,215,23,199,78,133,227) -IMAGE_DATA(18,215,141,132,146,110,196,147,226,110,117,33,246,102,23,98,138,187,16,93,212,129,168,194,14,216,58,123,195,208,208,16) -IMAGE_DATA(250,250,250,156,124,93,44,223,165,82,41,215,141,139,196,197,50,238,70,39,46,16,23,89,208,129,243,215,218,241,99,94) -IMAGE_DATA(27,220,46,52,204,89,152,172,214,184,219,51,57,165,92,209,127,185,115,196,133,231,182,225,108,78,43,28,35,234,230,240) -IMAGE_DATA(172,143,210,90,25,23,69,92,196,245,14,156,203,39,142,216,179,87,91,17,154,211,130,51,87,90,96,31,94,51,135,63) -IMAGE_DATA(146,218,76,125,236,228,251,200,56,105,173,97,87,89,206,22,132,16,23,156,217,140,211,151,155,97,27,82,61,135,255,62) -IMAGE_DATA(81,160,208,71,105,173,140,59,147,217,194,115,167,50,154,113,34,77,8,235,160,170,57,188,87,156,64,82,107,174,164,214) -IMAGE_DATA(144,108,73,173,167,51,37,220,201,116,33,142,167,10,16,152,34,128,249,201,23,115,248,111,99,26,168,86,73,31,165,181) -IMAGE_DATA(6,177,156,196,157,152,225,142,37,53,193,63,177,17,251,3,43,231,240,46,145,245,138,181,166,179,90,37,92,64,178,0) -IMAGE_DATA(254,196,250,93,106,196,209,248,70,152,249,63,87,224,119,238,220,41,220,189,123,55,62,250,196,80,214,71,86,43,227,142) -IMAGE_DATA(73,185,132,70,248,198,55,96,243,182,191,99,221,186,117,88,179,102,205,11,57,30,249,249,249,216,186,85,7,214,193,85) -IMAGE_DATA(176,164,241,97,125,60,64,117,178,90,205,252,43,241,47,191,231,48,37,173,93,187,22,137,137,137,88,189,122,181,172,134) -IMAGE_DATA(77,155,54,61,220,178,101,203,244,134,13,27,238,206,238,215,108,91,181,106,85,161,182,182,54,99,185,197,124,85,50,249) -IMAGE_DATA(205,224,15,127,222,97,96,243,67,124,145,217,247,41,156,153,119,18,103,118,56,145,51,245,136,231,76,14,93,228,246,185) -IMAGE_DATA(199,112,123,221,162,57,99,151,40,206,208,41,130,51,117,10,46,98,254,242,177,172,124,147,75,28,131,178,57,85,101,228) -IMAGE_DATA(16,90,34,207,127,233,147,194,169,163,127,218,134,42,12,130,153,119,50,167,142,125,122,240,140,34,255,93,34,223,94,124) -IMAGE_DATA(251,54,23,28,157,87,31,148,85,59,233,153,88,7,207,132,26,120,196,85,193,45,250,57,92,46,60,133,115,196,79,112) -IMAGE_DATA(60,255,8,223,132,63,128,253,217,114,184,134,22,14,111,124,255,35,59,54,94,204,110,17,239,159,65,19,146,22,162,170) -IMAGE_DATA(250,58,232,230,148,169,87,60,207,223,46,41,225,188,146,234,160,142,172,79,220,130,201,161,88,9,95,90,202,121,38,212) -IMAGE_DATA(66,29,179,56,118,3,198,174,81,60,95,66,242,136,175,230,219,199,196,147,16,141,139,49,44,18,227,229,200,56,122,135) -IMAGE_DATA(68,232,234,31,69,123,247,8,90,186,134,208,208,62,200,251,125,229,87,0,67,199,243,178,177,101,227,197,108,98,114,18) -IMAGE_DATA(227,20,99,116,66,18,99,96,84,140,190,225,49,116,15,82,156,151,34,116,244,140,242,126,95,30,201,199,95,62,220,251) -IMAGE_DATA(195,30,135,112,238,83,155,16,206,61,182,146,111,23,79,77,97,130,52,78,113,70,88,29,99,98,12,81,156,193,17,49) -IMAGE_DATA(250,135,38,208,51,56,198,251,125,225,157,171,176,168,93,162,158,240,237,147,211,211,188,164,113,198,88,44,177,24,34,170) -IMAGE_DATA(135,175,137,226,49,51,241,204,82,224,191,249,177,130,111,159,146,139,49,49,19,67,42,17,213,52,42,150,240,70,110,233) -IMAGE_DATA(10,188,125,200,61,181,198,255,51,231,20,5,126,251,39,142,41,54,65,165,176,12,40,198,1,191,66,236,247,189,14,211) -IMAGE_DATA(195,217,48,241,186,130,125,30,151,177,215,61,131,114,166,193,208,37,5,159,57,165,128,249,171,177,236,231,183,95,211,235) -IMAGE_DATA(53,152,38,63,198,72,143,137,75,98,125,124,124,150,202,35,190,72,188,24,15,101,98,236,34,188,204,103,33,41,225,85) -IMAGE_DATA(98,149,240,26,229,213,160,191,202,108,169,28,207,106,114,125,151,200,73,217,87,99,203,124,65,46,121,176,53,185,192,108) -IMAGE_DATA(130,168,201,202,56,57,86,153,148,114,11,105,22,171,50,167,164,47,75,205,171,105,127,231,240,11,248,44,100,154,44,68) -IMAGE_DATA(173,69,106,83,149,127,53,38,127,92,254,253,251,6,78,239,232,219,6,111,54,14,175,208,181,200,236,211,179,185,54,177) -IMAGE_DATA(221,182,96,122,135,93,33,118,216,74,244,161,125,17,118,125,125,3,59,29,10,161,103,153,217,175,243,121,216,131,223,254) -IMAGE_DATA(105,23,255,227,216,31,255,230,28,249,164,105,20,79,154,68,116,204,154,134,136,52,58,62,69,199,172,73,58,26,77,160) -IMAGE_DATA(119,80,204,127,22,77,76,161,123,64,140,134,14,209,116,65,69,135,120,159,119,65,207,239,54,253,195,226,61,211,152,170) -IMAGE_DATA(39,141,163,240,73,237,164,163,12,177,228,103,121,242,30,250,134,196,232,34,255,193,209,73,62,238,0,189,11,123,198,81) -IMAGE_DATA(219,62,134,130,199,125,184,241,184,7,250,246,185,99,186,150,89,47,31,19,239,157,220,193,251,48,49,190,115,96,130,142) -IMAGE_DATA(104,98,62,47,203,223,65,181,212,119,140,161,182,77,4,207,120,1,74,43,251,161,103,147,55,205,250,91,81,63,66,124) -IMAGE_DATA(59,239,195,100,125,170,28,157,244,62,52,70,71,45,170,169,127,120,18,141,157,44,183,8,213,173,34,28,138,107,66,74) -IMAGE_DATA(73,59,182,219,228,129,141,85,121,221,48,190,75,106,135,128,234,99,106,238,29,167,220,147,124,238,33,209,20,90,123,39) -IMAGE_DATA(100,108,85,235,40,190,141,109,64,66,113,11,244,14,94,5,27,231,187,213,196,39,182,241,117,91,81,238,131,65,229,176) -IMAGE_DATA(15,121,0,7,210,191,131,239,195,138,218,45,229,228,26,85,131,152,2,1,244,172,115,248,235,115,167,106,16,94,9,205) -IMAGE_DATA(212,47,18,189,123,37,8,225,21,207,36,160,35,191,128,242,53,194,157,158,77,93,163,235,225,28,85,11,215,11,117,136) -IMAGE_DATA(200,173,135,158,213,21,158,47,169,28,148,176,36,9,39,228,99,48,246,208,197,38,190,94,183,232,6,158,115,137,172,33) -IMAGE_DATA(85,35,44,171,6,219,44,51,121,190,248,233,75,98,133,51,18,200,114,243,44,229,117,143,169,231,89,103,226,156,206,87) -IMAGE_DATA(209,99,199,11,4,165,85,98,155,69,6,241,5,40,124,220,15,207,56,33,127,157,85,145,67,248,51,28,79,122,10,93) -IMAGE_DATA(243,52,124,64,227,119,237,81,63,95,171,136,174,85,192,45,243,5,197,230,130,109,232,79,244,12,253,8,186,7,82,241) -IMAGE_DATA(129,125,33,242,42,250,40,191,132,47,169,187,185,160,24,111,19,252,16,71,162,43,136,79,166,250,175,79,231,220,239,37) -IMAGE_DATA(190,73,229,252,86,167,238,227,112,100,57,182,238,79,156,254,235,23,113,13,25,101,221,200,184,211,165,114,255,15,71,220) -IMAGE_DATA(131,199,185,187,120,239,243,200,222,119,118,217,156,126,247,99,223,92,29,243,180,190,237,54,249,52,39,115,249,121,165,103) -IMAGE_DATA(157,141,109,86,89,116,141,46,67,215,34,157,198,42,149,234,77,129,206,87,201,146,188,166,81,3,239,126,124,132,123,213) -IMAGE_DATA(119,103,85,119,235,121,89,21,238,18,191,84,86,233,113,117,129,187,165,2,191,216,221,121,177,199,4,101,188,138,119,205) -IMAGE_DATA(57,188,154,119,91,25,255,6,142,217,90,26,112,139,219,114,63,46,107,122,236,93,234,133,214,116,130,105,58,177,213,125) -IMAGE_DATA(142,84,115,65,42,196,250,31,216,128,150,13,59,143,126,86,251,15,116,241,146,1,0,0,0,0,0,0,0,0,0,0) -IMAGE_END_DATA(2080, 10) diff --git a/uppsrc/ScatterCtrl/Copying b/uppsrc/ScatterCtrl/Copying deleted file mode 100644 index 6d94d03f0..000000000 --- a/uppsrc/ScatterCtrl/Copying +++ /dev/null @@ -1,22 +0,0 @@ -Copyright (c) 1998, 2020, The U++ Project -All rights reserved. - -Redistribution and use in source and binary forms, with or without modification, are permitted -provided that the following conditions are met: - -1. Redistributions of source code must retain the above copyright notice, this list of - conditions and the following disclaimer. - -2. Redistributions in binary form must reproduce the above copyright notice, this list of - conditions and the following disclaimer in the documentation and/or other materials - provided with the distribution. - -THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR -IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY -AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR -CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR -CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR -SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED -AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING -NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED -OF THE POSSIBILITY OF SUCH DAMAGE. \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/Data.cpp b/uppsrc/ScatterCtrl/Data.cpp deleted file mode 100644 index f175c4513..000000000 --- a/uppsrc/ScatterCtrl/Data.cpp +++ /dev/null @@ -1,197 +0,0 @@ -#include "ScatterCtrl.h" - -namespace Upp { - -void ScatterCtrl::DoShowData() -{ - DataDlg dlg; - dlg.Init(*this); - dlg.Run(); -} - -void DataDlg::Init(ScatterCtrl& scatter) -{ - CtrlLayout(*this, t_("Scatter data")); - Sizeable().Zoomable(); - - this->pscatter = &scatter; - - tab.Reset(); - series.Clear(); - for(int c = 0; c < scatter.GetCount(); c++) - if (!IsNull(scatter.GetCount(c))) { - WithDataSeries &dataseries = series.Add(); - CtrlLayout(dataseries); - dataseries.scatterIndex.Hide(); - dataseries.scatterIndex = c; - tab.Add(dataseries.SizePos(), scatter.GetLegend(c)); - } - if (tab.GetCount() < 1) - return; - OnTab(); - - bool addedAll = false; - if (scatter.IsDeletedDataSource(0)) - return; - DataSource &serie0 = scatter.GetDataSource(0); - for(int c = 1; c < scatter.GetCount(); c++) { - if (!IsNull(scatter.GetCount(c) && !scatter.IsDeletedDataSource(c))) { - DataSource &serie = scatter.GetDataSource(c); - if (serie0.SameX(serie)) { - if (!addedAll) { - addedAll = true; - WithDataSeries &dataseries = series.Add(); - CtrlLayout(dataseries); - dataseries.scatterIndex.Hide(); - dataseries.scatterIndex = -1; - tab.Add(dataseries.SizePos(), t_("All")); - } - } - } - } - - tab.WhenAction = [=]{OnTab();}; - butOK.WhenAction = [=] {Close();}; -} - -Value DataDlg::DataSourceX::Format(const Value& q) const -{ - if (pscatter->IsDeletedDataSource(index)) - return Null; - if (int(q) >= pscatter->GetDataSource(index).GetCount()) - return Null; - Value ret = pscatter->GetStringX(index, q); - if (ret.Is()) { - String sret = ret; - sret.Replace("\n", " "); - return sret; - } - return ret; -} - -Value DataDlg::DataSourceY::Format(const Value& q) const -{ - if (pscatter->IsDeletedDataSource(index)) - return Null; - if (int(q) >= pscatter->GetDataSource(index).GetCount()) - return Null; - Value ret = pscatter->GetStringY(index, q); - if (ret.Is()) { - String sret = ret; - sret.Replace("\n", " "); - return sret; - } - return ret; -} - -void DataDlg::OnTab() -{ - int index = tab.Get(); - if (index < 0) - return; - - ScatterCtrl &scatter = *pscatter; - ArrayCtrl &data = series[index].data; - int scatterIndex = series[index].scatterIndex; - data.Reset(); - dataSourceYArr.Clear(); - data.MultiSelect().SetLineCy(EditField::GetStdHeight()); - if (scatterIndex >= 0) { - data.SetVirtualCount(int(scatter.GetCount(scatterIndex))); - DataSourceY &dataSourceY = dataSourceYArr.Add(); - dataSourceX.pscatter = dataSourceY.pscatter = pscatter; - dataSourceX.index = dataSourceY.index = scatterIndex; - String textX = pscatter->GetLabelX() + - (pscatter->GetUnitsX(scatterIndex).IsEmpty() ? "" : " [" + pscatter->GetUnitsX(scatterIndex) + "]"); - String textY = pscatter->GetLegend(scatterIndex) + - (pscatter->GetUnitsY(scatterIndex).IsEmpty() ? "" : " [" + pscatter->GetUnitsY(scatterIndex) + "]"); - data.AddRowNumColumn(textX).SetConvert(dataSourceX); - data.AddRowNumColumn(textY).SetConvert(dataSourceY); - } else { - data.SetVirtualCount(int(scatter.GetCount(0))); - dataSourceX.pscatter = pscatter; - dataSourceX.index = 0; - String textX = pscatter->GetLabelX() + - (pscatter->GetUnitsX(0).IsEmpty() ? "" : " [" + pscatter->GetUnitsX(0) + "]"); - data.AddRowNumColumn(textX).SetConvert(dataSourceX); - for (int c = 0; c < scatter.GetCount(); ++c) { - if (!IsNull(scatter.GetCount(c))) { - DataSourceY &dataY = dataSourceYArr.Add(); - dataY.pscatter = pscatter; - dataY.index = c; - String textY = pscatter->GetLegend(c) + - (pscatter->GetUnitsY(c).IsEmpty() ? "" : " [" + pscatter->GetUnitsY(c) + "]"); - data.AddRowNumColumn(textY).SetConvert(dataY); - } - } - } - data.WhenBar = [=](Bar &bar) {OnArrayBar(bar);}; -} - -void DataDlg::ArrayCopy() { - int index = tab.Get(); - if (index < 0) - return; - - ArrayCtrl &data = series[index].data; - data.SetClipboard(true, true); -} - -void DataDlg::ArraySaveToFile(String fileName) { - int index = tab.Get(); - if (index < 0) - return; - - FileSel fileToSave; - GuiLock __; - if (IsNull(fileName)) { - String name = pscatter->GetTitle() + " " + pscatter->GetLegend(series[index].scatterIndex); - if (name.IsEmpty()) - name = t_("Scatter plot data"); - fileToSave.PreSelect(ForceExt(name, ".csv")); - fileToSave.ClearTypes(); - fileToSave.Type(Format(t_("%s file"), t_("Comma separated values (.csv)")), "*.csv"); - if(!fileToSave.ExecuteSaveAs(t_("Saving plot data"))) { - Exclamation(t_("Plot data has not been saved")); - return; - } - fileName = fileToSave; - } - ArrayCtrl &data = series[index].data; - SaveFileBOMUtf8(fileName, data.AsText(AsString, true, pscatter->GetDefaultCSVSeparator(), - "\r\n", pscatter->GetDefaultCSVSeparator(), "\r\n")); -} - -void DataDlg::ArraySelect() -{ - int index = tab.Get(); - if (index < 0) - return; - - ArrayCtrl &data = series[index].data; - data.Select(0, data.GetCount(), true); -} - -void DataDlg::OnArrayBar(Bar &menu) -{ - int index = tab.Get(); - if (index < 0) - return; - - menu.Add(t_("Select all"), Null, [=] {ArraySelect();}).Key(K_CTRL_A) - .Help(t_("Select all rows")); - - ArrayCtrl &data = series[index].data; - int count = data.GetSelectCount(); - if (count == 0) - menu.Add(t_("No row selected"), Null, Null).Enable(false).Bold(true); - else { - menu.Add(Format(t_("Selected %d rows"), count), Null, Null).Enable(false).Bold(true); - menu.Add(t_("Copy"), ScatterImgP::Copy(), [=] {ArrayCopy();}).Key(K_CTRL_C) - .Help(t_("Copy selected rows to clipboard")); - menu.Add(t_("Save to file"), ScatterImgP::Save(), [=] {ArraySaveToFile(Null);}).Key(K_CTRL_S) - .Help(t_("Save to .csv file")); - } -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/PieCtrl.cpp b/uppsrc/ScatterCtrl/PieCtrl.cpp deleted file mode 100644 index d860dd8ae..000000000 --- a/uppsrc/ScatterCtrl/PieCtrl.cpp +++ /dev/null @@ -1,105 +0,0 @@ -#include "PieCtrl.h" - -#define IMAGECLASS PieImg -#define IMAGEFILE -#include - -namespace Upp { - -PieCtrl::PieCtrl() : copyRatio(1) { - Transparent(); - BackPaint(); -} - -#ifdef PLATFORM_WIN32 - -void PieCtrl::SaveAsMetafile(const char* file) -{ - GuiLock __; - WinMetaFileDraw wmfd; - wmfd.Create(copyRatio*GetSize().cx, copyRatio*GetSize().cy, "Pie", "PieChart", file); - PaintPie(wmfd, copyRatio); - wmfd.Close(); -} - -void PieCtrl::SaveToClipboard(bool saveAsMetafile) -{ - GuiLock __; - if (saveAsMetafile) { - WinMetaFileDraw wmfd; - wmfd.Create(copyRatio*GetSize().cx, copyRatio*GetSize().cy, "Pie", "PieChart"); - PaintPie(wmfd, copyRatio); - WinMetaFile wmf = wmfd.Close(); - wmf.WriteClipboard(); - } else { - Image img = GetImage(copyRatio); - WriteClipboardImage(img); - } -} - -#else - -void PieCtrl::SaveToClipboard(bool) -{ - GuiLock __; - Image img = GetImage(copyRatio); - WriteClipboardImage(img); -} - -#endif - -void PieCtrl::Paint(Draw& w) -{ - PaintPie(w, 1); -} - -void PieCtrl::RightDown(Point, dword) { - MenuBar::Execute([=](Bar& bar){ContextMenu(bar);}); -} - -void PieCtrl::ContextMenu(Bar& bar) -{ - bar.Add(t_("Copy"), PieImg::Copy(), [=] {SaveToClipboard(false);}).Key(K_CTRL_C) - .Help(t_("Copy image to clipboard")); - bar.Add(t_("Save to file"), PieImg::Save(), [=] {SaveToFile(Null);}).Key(K_CTRL_S) - .Help(t_("Save image to file")); -} - -void PieCtrl::OnFileToSave() { - String name = ~fileToSave; - int ext = fileToSave.GetActiveType(); - if (ext == 0) - fileToSave.file = ForceExt(name, ".jpg"); - else - fileToSave.file = ForceExt(name, ".png"); -} - -void PieCtrl::SaveToFile(String fileName) -{ - GuiLock __; - if (IsNull(fileName)) { - String name = GetTitle(); - if (name.IsEmpty()) - name = t_("Pie plot"); - fileToSave.PreSelect(ForceExt(name, ".jpg")); - fileToSave.ClearTypes(); - fileToSave.Type(Format(t_("%s file"), "JPEG"), "*.jpg"); - fileToSave.Type(Format(t_("%s file"), "PNG"), "*.png"); - fileToSave.type.WhenAction = [=] {OnFileToSave();}; - if(!fileToSave.ExecuteSaveAs(t_("Saving plot to PNG or JPEG file"))) { - Exclamation(t_("Plot has not been saved")); - return; - } - fileName = ~fileToSave; - } - if (GetFileExt(fileName) == ".png") { - PNGEncoder encoder; - encoder.SaveFile(fileName, GetImage(copyRatio)); - } else if (GetFileExt(fileName) == ".jpg") { - JPGEncoder encoder(90); - encoder.SaveFile(fileName, GetImage(copyRatio)); - } else - Exclamation(Format(t_("File format \"%s\" not found"), GetFileExt(fileName))); -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/PieCtrl.h b/uppsrc/ScatterCtrl/PieCtrl.h deleted file mode 100644 index b6e6d5e71..000000000 --- a/uppsrc/ScatterCtrl/PieCtrl.h +++ /dev/null @@ -1,54 +0,0 @@ -#ifndef _ScatterDraw_PieCtrl_h -#define _ScatterDraw_PieCtrl_h - -#include -#include -#include - -namespace Upp { - - -class PieCtrl: public StaticRect, public PieDraw { -public: - PieCtrl(); - - void Paint(Draw& w); - - virtual void Refresh() {Ctrl::Refresh();}; - virtual Size GetSize() const {return Ctrl::GetSize();}; - - void SaveAsMetafile(const char* file); - void SaveToClipboard(bool saveAsMetafile); - void SaveToFile(String fileName = Null); - - PieCtrl& SetCopyRatio(int ratio) {copyRatio = ratio; return *this;} - int GetCopyRatio() {return copyRatio;} - - virtual void RightDown(Point, dword); - void ContextMenu(Bar& bar); - -private: - int copyRatio; - - FileSel fileToSave; - void OnFileToSave(); - -public: - PieCtrl& SetTitle(const String& title) {PieDraw::SetTitle(title); return *this;} - - PieCtrl& ShowPercent(bool show = true) {PieDraw::ShowPercent(show); return *this;} - PieCtrl& SetPercentBack(const Upp::Color& pbcolor) {PieDraw::SetPercentBack(pbcolor); return *this;} - - PieCtrl& ShowLegend(bool show = true) {PieDraw::ShowLegend(show); return *this;} - PieCtrl& SetLegendFont(const Upp::Font& font) {PieDraw::SetLegendFont(font); return *this;} - PieCtrl& SetLegendTextColor(const Upp::Color& color){PieDraw::SetLegendTextColor(color); return *this;} - PieCtrl& SetLegendBackColor(const Upp::Color& color){PieDraw::SetLegendBackColor(color); return *this;} - PieCtrl& SetLegendLeft(const int& h) {PieDraw::SetLegendLeft(h); return *this;} - PieCtrl& SetLegendTop(const int& v) {PieDraw::SetLegendTop(v); return *this;} -}; - -} - -#endif - - diff --git a/uppsrc/ScatterCtrl/PopUpText.cpp b/uppsrc/ScatterCtrl/PopUpText.cpp deleted file mode 100644 index fab9b20da..000000000 --- a/uppsrc/ScatterCtrl/PopUpText.cpp +++ /dev/null @@ -1,47 +0,0 @@ -#include - -#include "PopUpText.h" - -namespace Upp { - -static Size GetEditSize(const String &_str, const Font &font) { - WString str(_str); - Size ret(0, 0); - int retx = 0, nlines = 1; - for (int i = 0; i < str.GetCount(); ++i) { - int c = str[i]; - if (c == '\n') { - nlines++; - ret.cx = max(ret.cx, retx); - retx = 0; - } else - retx += font.GetWidth(c); - } - ret.cx = max(ret.cx, retx); - ret.cy = nlines*font.GetHeight() + font.GetDescent(); - return ret; -} - -PopUpText &PopUpText::SetText(String _text) { - text = _text; - sz = GetEditSize(text, font); - return *this; -} - -void PopUpInfo::Paint(Draw& w) { - Size sz = GetSize(); - if(!IsTransparent()) - w.DrawRect(0, 0, sz.cx, sz.cy, color); - PaintLabel(w, 0, 0, sz.cx, sz.cy, !IsShowEnabled(), false, false, VisibleAccessKeys()); -} - -PopUpInfo::PopUpInfo(): color(SColorInfo()) { - Transparent(false); - NoWantFocus(); - IgnoreMouse(); - SetAlign(ALIGN_CENTER); - SetFrame(BlackFrame()); - opened = false; -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/PopUpText.h b/uppsrc/ScatterCtrl/PopUpText.h deleted file mode 100644 index f5dd43100..000000000 --- a/uppsrc/ScatterCtrl/PopUpText.h +++ /dev/null @@ -1,82 +0,0 @@ -#ifndef _PopUpText_PopUpText_h -#define _PopUpText_PopUpText_h - -namespace Upp { - -class PopUpText { -public: - Point pos; - Size sz; - String text; - Font font = StdFont(); - Color color = SColorText; - Color background = SColorFace; - bool show = false; - int xmargin = StdFont().GetWidth('I'); - - PopUpText &SetText(String _text); - PopUpText &SetColor(Color _color) {color = _color; return *this;} - PopUpText &SetBackground(Color _color) {background = _color;return *this;} - PopUpText &Show(bool _show = true) {show = _show; return *this;} - PopUpText &Hide() { - show = false; - return *this;} - PopUpText &Move(Point& p) {pos = p; return *this;} - Size GetSize() {return sz;} - - template - void DoPaint(T& w) { - if (!show) - return; - Rect rect(pos.x, pos.y, pos.x + sz.cx + 3*xmargin, pos.y + sz.cy); - FillRectangle(w, rect, background); - DrawRectangle(w, rect, 1, 1, Black()); - DrawText(w, rect.left + xmargin, rect.top, 0, text, font, color); - } -}; -class PopUpInfo : public StaticText { - Color color; - bool opened; - -public: - void Paint(Draw& w); - - PopUpInfo& SetFont(Upp::Font font) { LabelBase::SetFont(font); return *this; } - PopUpInfo& SetInk(Color color) { LabelBase::SetInk(color); return *this; } - PopUpInfo& SetAlign(int align) { LabelBase::SetAlign(align); return *this; } - PopUpInfo& SetImage(const Image& img, int spc = 0) { LabelBase::SetImage(img, spc); return *this; } - PopUpInfo& SetText(const char *text) { LabelBase::SetText(text); return *this; } - - PopUpInfo& operator=(const char *s) { SetText(s); return *this; } - PopUpInfo& SetColor(const Color& c) { color=c; return *this; } - - PopUpInfo(); - - inline void Appear(Ctrl *owner, const Point& p, const int& gx=0, const int& gy=0) - { - AppearOnly(owner); - Move(owner, p, gx, gy); - } - inline void AppearOnly(Ctrl *owner) - { - if(IsOpen()) - Close(); - Ctrl::PopUp(owner); - } - inline void AppearOnlyOpen(Ctrl *owner) - { - if (opened) - return; - AppearOnly(owner); - opened = true; - } - inline void Move(Ctrl *owner, const Point& p, int gx=0, int gy=0) - { - SetRect(owner->GetScreenRect().left+p.x,owner->GetScreenRect().top+p.y,GetMinSize().cx+8+gx,GetMinSize().cy+4+gy); - } -}; - -} - -#endif - diff --git a/uppsrc/ScatterCtrl/Processing.cpp b/uppsrc/ScatterCtrl/Processing.cpp deleted file mode 100644 index d44f1b0f0..000000000 --- a/uppsrc/ScatterCtrl/Processing.cpp +++ /dev/null @@ -1,898 +0,0 @@ -#include "ScatterCtrl.h" - -namespace Upp { - -void ScatterCtrl::DoProcessing() -{ - ProcessingDlg dlg; - dlg.Init(*this); - dlg.Run(); -} - -void PropertiesDlg::Init(ScatterCtrl& scatter) -{ - CtrlLayout(*this, t_("Scatter properties")); - Sizeable().Zoomable(); - - this->pscatter = &scatter; - - tab.Add(measures, t_("Measures")); - tab.Add(texts, t_("Texts")); - tab.Add(legend, t_("Legend")); - tab.Add(series, t_("Series")); - tab.Add(general, t_("General")); - OnTab(); - - tab.WhenAction = [=]{OnTab();}; - butOK.WhenAction = [=] {Close();}; -} - -void PropertiesDlg::Set(int itab) -{ - tab.Set(itab); - OnTab(); -} - -void PropertiesDlg::OnTab() -{ - if (tab.IsAt(measures)) - measures.Init(*pscatter); - else if (tab.IsAt(texts)) - texts.Init(*pscatter); - else if (tab.IsAt(legend)) - legend.Init(*pscatter); - else if (tab.IsAt(series)) - series.Init(*pscatter); - else if (tab.IsAt(general)) - general.Init(*pscatter); -} - -void ProcessingDlg::Init(ScatterCtrl& scatter) -{ - Title(Nvl(scatter.GetTitle(), "Data") + " processing"); - - Add(splitter.SizePos()); - CtrlLayout(list); - CtrlLayout(right); - splitter.Horz(list.SizePos(), right.SizePos()); - splitter.SetPos(1500, 0); - Sizeable().Zoomable(); - - this->pscatter = &scatter; - - list.list.Reset(); - list.list.SetLineCy(EditField::GetStdHeight()); - list.list.AddColumn(t_("Name")); - list.list.AddColumn(t_("Id")); - list.list.ColumnWidths("1 0"); - for(int i = 0; i < scatter.GetCount(); i++) { - if (scatter.ScatterDraw::IsVisible(i)) { - list.list.Add(scatter.GetLegend(i), i); - ProcessingTab& tab = tabs.Add(); - tab.Init(scatter); - CtrlLayout(tab); - right.rect.Add(tab.SizePos()); - } - } - if (list.list.GetCount() > 0) - list.list.SetCursor(0); - list.list.WhenSel = [=] {UpdateFields();}; - UpdateFields(); - - right.butOK.WhenAction = [=] {Close();}; -} - -void ProcessingDlg::UpdateFields() -{ - int index = list.list.GetCursor(); - if (index < 0) - return; - - for (int i = 0; i < list.list.GetCount(); ++i) - tabs[i].Hide(); - tabs[index].UpdateField(~list.list.Get(0), int(list.list.Get(1))); -} - -int r2Compare(const Vector& v1, const Vector& v2) {return double(v1[2]) > double(v2[2]);} - -ProcessingTab::ProcessingTab() -{ - CtrlLayout(*this); - - CtrlLayout(tabFitLeft); - CtrlLayout(tabFitRight); - - splitterTabFit.Horz(tabFitLeft.SizePos(), tabFitRightScroll.AddPaneV(tabFitRight).SizePos()); - splitterTabFit.SetPos(6500, 0); - CtrlLayout(tabFreqLeft); - CtrlLayout(tabFreqRight); - splitterTabFreq.Horz(tabFreqLeft.SizePos(), tabFreqRightScroll.AddPaneV(tabFreqRight).SizePos()); - splitterTabFreq.SetPos(8000, 0); - CtrlLayout(tabOpLeft); - CtrlLayout(tabOpRight); - splitterTabOp.Horz(tabOpLeft.SizePos(), tabOpRight.SizePos()); - splitterTabOp.SetPos(8500, 0); - CtrlLayout(tabBestFitLeft); - CtrlLayout(tabBestFitRight); - splitterTabBestFit.Horz(tabBestFitLeft.SizePos(), tabBestFitRight.SizePos()); - splitterTabBestFit.SetPos(6000, 0); - CtrlLayout(tabHistLeft); - CtrlLayout(tabHistRight); - splitterTabHist.Horz(tabHistLeft.SizePos(), tabHistRight.SizePos()); - splitterTabHist.SetPos(8000, 0); - - tab.Add(splitterTabFit.SizePos(), t_("Processing")); - tab.Add(splitterTabFreq.SizePos(), t_("Frequency")); - tab.Add(splitterTabOp.SizePos(), t_("Operations")); - tab.Add(splitterTabBestFit.SizePos(), t_("Best fit")); - tab.Add(splitterTabHist.SizePos(), t_("Histogram")); - tab.WhenSet = [=] {OnSet();}; - - tabFreqRight.butFFT.WhenAction = [=] {OnFFT();}; - tabFreqRight.opXAxis = 0; - tabFreqRight.opXAxis.WhenAction = [=] {OnFFT();}; - tabFreqRight.type.WhenAction = [=] {OnFFT();}; - tabFreqRight.type = 0; - - for (int i = 0; i < DataSource::GetFFTWindowCount(); ++i) - tabFreqRight.window.Add(InitCaps(DataSource::GetFFTWindowStr(i))); - tabFreqRight.window.SetIndex(0); - tabFreqRight.window.WhenAction = [=] {OnFFT();}; - tabFreqRight.num <<= 1; - tabFreqRight.overlapping <<= 0.1; - - tabFitRight.opSeries = true; - tabFitRight.opSeries.WhenAction = [=] {OnOp();}; - tabFitRight.opAverage.WhenAction = [=] {OnOp();}; - tabFitRight.opLinear.WhenAction = [=] {OnOp();}; - tabFitRight.opCuadratic.WhenAction = [=] {OnOp();}; - tabFitRight.opCubic.WhenAction = [=] {OnOp();}; - tabFitRight.opSinus.WhenAction = [=] {OnOp();}; - tabFitRight.opSinusTend.WhenAction = [=] {OnOp();}; - tabFitRight.opSpline.WhenAction = [=] {OnOp();}; - tabFitRight.opDerivative.WhenAction = [=] {OnOp();}; - tabFitRight.derOrder.WhenAction = [=] {OnOp();}; - tabFitRight.derAccuracy.WhenAction = [=] {OnOp();}; - tabFitRight.opSG.WhenAction = [=] {OnOp();}; - tabFitRight.sgOrder.WhenAction = [=] {OnOp();}; - tabFitRight.sgSize.WhenAction = [=] {OnOp();}; - tabFitRight.sgDeg.WhenAction = [=] {OnOp();}; - tabFitRight.opFFT.WhenAction = [=] {OnOp();}; - tabFitRight.fromT.WhenAction = [=] {OnOp();}; - tabFitRight.toT.WhenAction = [=] {OnOp();}; - tabFitRight.opMax.WhenAction = [=] {OnOp();}; - tabFitRight.opMin.WhenAction = [=] {OnOp();}; - tabFitRight.opMovAvg.WhenAction = [=] {OnOp();}; - tabFitRight.opSecAvg.WhenAction = [=] {OnOp();}; - tabFitRight.opCumAvg.WhenAction = [=] {OnOp();}; - tabFitRight.butAutoSensSector.WhenAction = [=] {OnAutoSensSector();}; - tabFitRight.width.WhenLostFocus = [=] {OnUpdateSensitivity();}; - tabFitRight.width.WhenAction = [=] {OnUpdateSensitivity();}; - - tabFitRight.opDerivative.Tip(t_("Numerical derivative including derivative order and accuracy (related to window size)")); - tabFitRight.derOrder <<= 1; - tabFitRight.derOrder.Tip(t_("Implemented orders are 1 (first) and 2 (second derivative)")); - tabFitRight.derAccuracy <<= 6; - tabFitRight.derAccuracy.SetInc(2); - tabFitRight.derAccuracy.Tip(t_("Implemented accuracies are 2, 4, 6 and 8")); - tabFitRight.opSG.Tip(t_("Savitzky–Golay filter including derivative order, window size and polynomial degree")); - tabFitRight.sgOrder <<= 0; - tabFitRight.sgOrder.Tip(t_("Implemented orders are 0 (just filter), 1 (first) and 2 (second derivative)")); - tabFitRight.sgSize <<= 5; - //tabFitRight.sgSize.SetInc(2); - tabFitRight.sgSize.Tip(t_("Window size")); - tabFitRight.sgDeg <<= 3; - tabFitRight.sgDeg.Tip(t_("Polynomial degree")); - tabFitRight.opFFT.Tip(t_("FFT filter indicating period from which and to which to filter")); - tabFitRight.fromT.Tip(t_("Period from which to filter")); - tabFitRight.toT.Tip(t_("Period to which to filter")); - tabFitRight.numDecimals <<= 3; - tabFitRight.numDecimals.WhenAction = [=] {UpdateEquations();}; - tabFitRight.showEquation.WhenAction = [=] {OnShowEquation();}; - - tabOpRight.xLow.WhenLostFocus = [=] {OnOperation();}; - tabOpRight.xHigh.WhenLostFocus = [=] {OnOperation();}; - - tabBestFitRight.coefficients = 0; - tabBestFitRight.coefficients.Tip(t_("To show real equation coefficients with different precisions or just in text")); - tabBestFitRight.minR2 = 0.6; - tabBestFitRight.minR2.Tip(t_("Min. R2 to plot the equation")); - tabBestFitRight.userFormula <<= "c0 + c1*x^2; c0=0; c1=1"; - tabBestFitRight.userFormula.Tip(t_("User suppled equation. Initial guess values separated with ';'")); - tabBestFitRight.gridTrend.AddColumn(t_("Type"), 10); - tabBestFitRight.gridTrend.AddColumn(t_("Equation"), 30); - tabBestFitRight.gridTrend.AddColumn(t_("R2"), 5); - tabBestFitRight.gridTrend.SetLineCy(EditField::GetStdHeight()).MultiSelect(); - tabBestFitRight.gridTrend.WhenBar = [=](Bar &menu) {OnArrayBar(menu);}; - tabBestFitRight.gridTrend.Sort(r2Compare); - for (int i = 0; i < ExplicitEquation::GetEquationCount(); ++i) - equationTypes.Add(ExplicitEquation::Create(i)); - userEquation = new UserEquation; - equationTypes.Add(userEquation); - - tabBestFitRight.butFit.Tip(t_("It tries to fit the series with the supported equations")); - tabBestFitRight.butFit.WhenPush = [=] {OnFit();}; - - tabHistRight.axis.Add(t_("X")); - tabHistRight.axis.Add(t_("Y")); - tabHistRight.axis.SetIndex(1); - tabHistRight.axis.WhenAction = [=] {OnSet();}; - tabHistRight.butHist.WhenAction = [=] {OnHist();}; - tabHistRight.numVals <<= 30; - tabHistRight.valNormalize <<= 100; - tabHistRight.opStaggered <<= true; - - tabHistRight.opNormalize.WhenAction = [&] { - tabHistRight.valNormalize.Enable(~tabHistRight.opNormalize); - tabHistRight.labNormalize.Enable(~tabHistRight.opNormalize); - }; - tabHistRight.opNormalize.WhenAction(); - - tabFreqFirst = tabOpFirst = tabBestFitFirst = tabHistFirst = true; - avgFirst = linearFirst = cuadraticFirst = cubicFirst = sinusFirst = sinusTendFirst = splineFirst = true; - - exclamationOpened = false; - newWidthMax = newWidthMin = newWidthMovAvg-1; - mpm = Null; -} - -void ProcessingTab::ArrayCopy() { - tabBestFitRight.gridTrend.SetClipboard(true, true); -} - -void ProcessingTab::ArraySelect() { - tabBestFitRight.gridTrend.Select(0, tabBestFitRight.gridTrend.GetCount(), true); -} - -void ProcessingTab::OnArrayBar(Bar &menu) { - menu.Add(t_("Select all"), Null, [=] {ArraySelect();}).Key(K_CTRL_A).Help(t_("Select all rows")); - menu.Add(t_("Copy"), ScatterImgP::Copy(), [=] {ArrayCopy();}).Key(K_CTRL_C).Help(t_("Copy selected rows")); -} - -void ProcessingTab::OnFit() { - WaitCursor waitcursor; - - if (pscatter->IsDeletedDataSource(id)) - return; - DataSource &ds = pscatter->GetDataSource(id); - - userEquation->Init("User", ~tabBestFitRight.userFormula, "x"); - - Array r2; - r2.SetCount(equationTypes.GetCount()); - - Progress progress(t_("Fitting..."), equationTypes.GetCount()); - progress.Title(t_("Searching for the function that best fits")); - for (int i = 0; i < equationTypes.GetCount(); ++i) { - equationTypes[i].GuessCoeff(ds); - equationTypes[i].Fit(ds, r2[i]); - progress.SetPos(i+1); - } - tabBestFitLeft.scatter.RemoveAllSeries(); - tabBestFitLeft.scatter.AddSeries(ds).Legend("Series").NoMark(); - for (int i = 0; i < equationTypes.GetCount(); ++i) { - if (r2[i] >= tabBestFitRight.minR2) - tabBestFitLeft.scatter.AddSeries(equationTypes[i]).Legend(equationTypes[i].GetFullName()).NoMark().Stroke(2); - } - tabBestFitLeft.scatter.ZoomToFit(true, true); - - int numDecimals = 3; - switch (tabBestFitRight.coefficients) { - case 1: numDecimals = 40; break; - case 2: numDecimals = Null; break; - } - tabBestFitRight.gridTrend.Clear(); - for (int i = 0; i < equationTypes.GetCount(); ++i) - tabBestFitRight.gridTrend.Add(equationTypes[i].GetFullName(), equationTypes[i].GetEquation(numDecimals), r2[i]); - tabBestFitRight.gridTrend.SetSortColumn(2, true); -} - -void ProcessingTab::OnOp() -{ - if (tabFitLeft.scatter.IsDeletedDataSource(0)) - return; - DataSource &data = tabFitLeft.scatter.GetDataSource(0); - - if (data.IsParam() || data.IsExplicit()) - return; - - if (~tabFitRight.opAverage && avgFirst) { - double r2; - average.Fit(data, r2); - avgFirst = false; - } - if (~tabFitRight.opLinear && linearFirst) { - if (linear.Fit(data, r2Linear) < 0) { - tabFitRight.opLinear <<= false; - tabFitRight.opLinear.Enable(false); - } else - linearFirst = false; - } - if (~tabFitRight.opCuadratic && cuadraticFirst) { - cuadratic.GuessCoeff(data); - if (cuadratic.Fit(data, r2Cuadratic) < 0) { - tabFitRight.opCuadratic <<= false; - tabFitRight.opCuadratic.Enable(false); - } else - cuadraticFirst = false; - } - if (~tabFitRight.opCubic && cubicFirst) { - cubic.GuessCoeff(data); - if (cubic.Fit(data, r2Cubic) < 0) { - tabFitRight.opCubic <<= false; - tabFitRight.opCubic.Enable(false); - } else - cubicFirst = false; - } - if (~tabFitRight.opSinus && sinusFirst) { - sinus.GuessCoeff(data); - if (sinus.Fit(data, r2Sinus) < 0) { - tabFitRight.opSinus <<= false; - tabFitRight.opSinus.Enable(false); - } else - sinusFirst = false; - } - if (~tabFitRight.opSinusTend && sinusTendFirst) { - DataXRange dataXRange; - dataXRange.Init(data, Null, Null); - double r2SinusTendBest = Null; - SinEquation sinusTendBest; - for (int iLow = 9; iLow >= 0; iLow--) { - double xLow = data.x(int64(data.GetCount()*iLow/10.)); - dataXRange.SetXLow(xLow); - sinusTend.GuessCoeff(dataXRange); - if (sinusTend.Fit(dataXRange, r2SinusTend) < 0) - break; - if (!IsNull(r2SinusTendBest) && r2SinusTendBest > r2SinusTend) - break; - r2SinusTendBest = r2SinusTend; - sinusTendBest = sinusTend; - } - if (IsNull(r2SinusTendBest)) { - tabFitRight.opSinusTend <<= false; - tabFitRight.opSinusTend.Enable(false); - } else { - sinusTendFirst = false; - r2SinusTend = r2SinusTendBest; - sinusTend = sinusTendBest; - } - } - if (~tabFitRight.opSpline && splineFirst) { - if (spline.Fit(data) < 0) { - tabFitRight.opSpline <<= false; - tabFitRight.opSpline.Enable(false); - } else - splineFirst = false; - } - OnUpdateSensitivity(); - - int id = 0; - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opSeries); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opAverage); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opLinear); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opCuadratic); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opCubic); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opSinus); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opSinusTend); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opSpline); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opDerivative); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opSG); - tabFitLeft.scatter.ScatterDraw::Show(id++, tabFitRight.opFFT); - tabFitLeft.scatter.ScatterDraw::Show(id++,tabFitRight.opMax); - tabFitLeft.scatter.ScatterDraw::Show(id++,tabFitRight.opMin); - tabFitLeft.scatter.ScatterDraw::Show(id++,tabFitRight.opMovAvg); - tabFitLeft.scatter.ScatterDraw::Show(id++,tabFitRight.opSecAvg); - tabFitLeft.scatter.ScatterDraw::Show(id++,tabFitRight.opCumAvg); - - UpdateEquations(); - OnShowEquation(); -} - -void ProcessingTab::OnAutoSensSector() -{ - if (tabFitLeft.scatter.IsDeletedDataSource(0)) - return; - DataSource &data = tabFitLeft.scatter.GetDataSource(0); - Vector secAvg; - double baseWidth; - - baseWidth = 0; - for (int64 i = 1; i < data.GetCount(); ++i) - baseWidth += (data.x(i) - data.x(i-1)); - baseWidth /= (data.GetCount() - 1); - - double rangeX = data.x(data.GetCount() - 1) - data.x(int64(0)); - - for(double width = baseWidth; width < rangeX/10.; width += baseWidth) { - secAvg = data.SectorAverageY(width); - VectorPointf sector(secAvg); - Vector ids; - sector.MaxListY(ids, 10*baseWidth); - if (ids.GetCount() < 5) { - tabFitRight.width <<= width; - return; - } - } - tabFitLeft.scatter.Refresh(); -} - -void ProcessingTab::OnOperation() -{ - if (exclamationOpened) // To avoid WhenLostFocus to be called when Exclamation() is opened - return; - exclamationOpened = true; - if (!IsNull(tabOpRight.xLow) && !IsNull(tabOpRight.xHigh)) { - if (tabOpRight.xLow >= tabOpRight.xHigh) { - Exclamation(t_("'x >' has to be lower than 'x <'")); - exclamationOpened = false; - return; - } - } - exclamationOpened = false; - if (pscatter->IsDeletedDataSource(id)) - return; - dataXRange.Init(pscatter->GetDataSource(id), tabOpRight.xLow, tabOpRight.xHigh); - tabOpLeft.scatter.Refresh(); -} - -void ProcessingTab::UpdateField(const String _name, int _id) -{ - id = _id; - name.SetText(_name); - - tabFitLeft.scatter.RemoveAllSeries(); - if (pscatter->IsDeletedDataSource(id)) - return; - tabFitLeft.scatter.AddSeries(pscatter->GetDataSource(id)).SetSequentialX(pscatter->GetSequentialX()) - .Legend(pscatter->GetLegend(id)); - tabFitLeft.scatter.SetFastViewX(pscatter->GetFastViewX()); - - tabFitLeft.scatter.SetFillColor(0, pscatter->GetFillColor(id)); - tabFitLeft.scatter.Dash(0, pscatter->GetDash(id)); - - Upp::Color color; - double thickness; - pscatter->GetStroke(0, thickness, color); - tabFitLeft.scatter.Stroke(0, thickness, color); - tabFitLeft.scatter.MarkStyle(0, pscatter->GetMarkStyleName(id)); - tabFitLeft.scatter.SetMarkColor(0, pscatter->GetMarkColor(id)); - tabFitLeft.scatter.SetMarkWidth(0, pscatter->GetMarkWidth(id)); - tabFitLeft.scatter.MarkStyle(0, pscatter->GetMarkStyleName(id)); - tabFitLeft.scatter.SetLegendAnchor(ScatterDraw::RIGHT_TOP).SetLegendFillColor(Null); - - tabFitLeft.scatter.Units(0, pscatter->GetUnitsY(id), pscatter->GetUnitsX(id)); - tabFitLeft.scatter.SetLabelX(pscatter->GetLabelX()); - - bool primary = pscatter->IsDataPrimaryY(id); - tabFitLeft.scatter.SetRange(pscatter->GetXRange(), primary ? pscatter->GetYRange() : pscatter->GetY2Range()); - tabFitLeft.scatter.SetMajorUnits(pscatter->GetMajorUnitsX(), primary ? pscatter->GetMajorUnitsY() : pscatter->GetMajorUnitsY2()); - tabFitLeft.scatter.SetXYMin(pscatter->GetXMin(), primary ? pscatter->GetYMin() : pscatter->GetY2Min()); - - tabFitLeft.scatter.ShowInfo().ShowContextMenu().ShowProcessDlg().ShowPropertiesDlg().SetMouseHandlingLinked(true, true); - - if (tabFitLeft.scatter.IsDeletedDataSource(0)) - return; - DataSource &data = tabFitLeft.scatter.GetDataSource(0); - - if (!data.IsParam()/* && !data.IsExplicit()*/) { - double avg = data.AvgY(); - tabFitRight.eAverage = avg; - tabFitRight.eRMS = data.RMSY(); - tabFitRight.eStdDev = data.StdDevY(avg); - int64 idmx; - double val; - val = data.MaxY(idmx); - if (!IsNull(val)) { - tabFitRight.eMax <<= Format("(%f,%f)", data.x(idmx), val); - Pointf p = data.MaxSubDataImpY(idmx, 3); - if (!IsNull(p)) - tabFitRight.eMaxImp = Format("(%f,%f)", p.x, p.y); - val = data.MinY(idmx); - if (!IsNull(val)) - tabFitRight.eMin = Format("(%f,%f)", data.x(idmx), val); - } - } - if (!data.IsParam() && !data.IsExplicit()) { - tabFitRight.width <<= pscatter->GetXRange()/15.; - tabFitRight.width.SetInc(pscatter->GetXRange()/15./2.); - - tabFitLeft.scatter.AddSeries(average).NoMark().Stroke(1.5); - tabFitLeft.scatter.AddSeries(linear).NoMark().Stroke(1.5); - tabFitLeft.scatter.AddSeries(cuadratic).NoMark().Stroke(1.5); - tabFitLeft.scatter.AddSeries(cubic).NoMark().Stroke(1.5); - tabFitLeft.scatter.AddSeries(sinus).NoMark().Stroke(1.5); - tabFitLeft.scatter.AddSeries(sinusTend).NoMark().Stroke(1.5); - tabFitLeft.scatter.AddSeries(spline).NoMark().Dash(LINE_SOLID).Stroke(1.5); - tabFitLeft.scatter.AddSeries(derivative).NoMark().Dash(LINE_SOLID).Stroke(1.5); - tabFitLeft.scatter.AddSeries(sg).NoMark().Dash(LINE_SOLID).Stroke(1.5); - tabFitLeft.scatter.AddSeries(fftFilter).NoMark().Dash(LINE_SOLID).Stroke(1.5); - tabFitLeft.scatter.AddSeries(upperEnvelope).Legend(pscatter->GetLegend(id) + String("-") + t_("Max")) - .NoMark().Dash(LINE_DASHED).Stroke(1.5).SetSequentialX(true); - tabFitLeft.scatter.AddSeries(lowerEnvelope).Legend(pscatter->GetLegend(id) + String("-") + t_("Min")) - .NoMark().Dash(LINE_DASHED).SetSequentialX(true); - tabFitLeft.scatter.AddSeries(movAvg).Stroke(1.5).Legend(pscatter->GetLegend(id) + String("-") + t_("MovAvg")).NoMark(); - tabFitLeft.scatter.AddSeries(secAvg).Stroke(1.5).Legend(pscatter->GetLegend(id) + String("-") + t_("SecAvg")).NoMark(); - tabFitLeft.scatter.AddSeries(cumAvg).Stroke(1.5).Legend(pscatter->GetLegend(id) + String("-") + t_("CumAvg")).NoMark(); - - OnOp(); - } else { - tabFitRight.opSeries.Enable(false); - tabFitRight.opAverage.Enable(false); - tabFitRight.opLinear.Enable(false); - tabFitRight.opCuadratic.Enable(false); - tabFitRight.opCubic.Enable(false); - tabFitRight.opSinus.Enable(false); - tabFitRight.opSinusTend.Enable(false); - tabFitRight.opSpline.Enable(false); - tabFitRight.opDerivative.Enable(false); - tabFitRight.derOrder.Enable(false); - tabFitRight.derAccuracy.Enable(false); - tabFitRight.opSG.Enable(false); - tabFitRight.opFFT.Enable(false); - tabFitRight.sgOrder.Enable(false); - tabFitRight.opMax.Enable(false); - tabFitRight.opMin.Enable(false); - tabFitRight.opMovAvg.Enable(false); - tabFitRight.opSecAvg.Enable(false); - tabFitRight.opCumAvg.Enable(false); - } - - Show(); -} - -void ProcessingTab::OnUpdateSensitivity() -{ - if (tabFitLeft.scatter.IsDeletedDataSource(0)) - return; - DataSource &data = tabFitLeft.scatter.GetDataSource(0); - - bool refresh = false; - tabFitLeft.comments.SetText(""); - if (tabFitRight.opDerivative) { - bool isOdd = int(~(tabFitRight.derAccuracy))%2; - if (IsNull(tabFitRight.derAccuracy) || isOdd) - derivative.Clear(); - else - derivative = data.DerivativeY(~tabFitRight.derOrder, ~tabFitRight.derAccuracy); - - refresh = true; - } - if (tabFitRight.opSG) { - int side = int(~tabFitRight.sgSize)/2; - if (!SavitzkyGolay_CheckParams(side, side, ~tabFitRight.sgDeg, ~tabFitRight.sgOrder)) - sg.Clear(); - else - sg = data.SavitzkyGolayY(~tabFitRight.sgDeg, ~tabFitRight.sgSize, ~tabFitRight.sgOrder); - - if (sg.IsEmpty()) - tabFitLeft.comments.SetText(t_("Impossible to filter series")); - refresh = true; - } - if (tabFitRight.opFFT) { - double fromT = ~tabFitRight.fromT; - double toT = ~tabFitRight.toT; - - if ((!IsNull(fromT) || !IsNull(toT)) && (fromT < toT)) { - fftFilter = data.FilterFFTY(~tabFitRight.fromT, ~tabFitRight.toT); - if (fftFilter.IsEmpty()) - tabFitLeft.comments.SetText(t_("Impossible to filter series")); - refresh = true; - } else - fftFilter.Clear(); - } - if (tabFitRight.opMax && newWidthMax != tabFitRight.width) { - newWidthMax = tabFitRight.width; - - upperEnvelope.Clear(); - Vector idsUpper = data.UpperEnvelopeY(tabFitRight.width); - mpm = data.StdDevY()*sqrt(2*log(idsUpper.GetCount())); - for (int i = 0; i < idsUpper.GetCount(); ++i) - upperEnvelope << Pointf(data.x(idsUpper[i]), data.y(idsUpper[i])); - refresh = true; - } - tabFitRight.labNumMax.Enable(tabFitRight.opMax); - tabFitRight.numMax.Enable(tabFitRight.opMax); - tabFitRight.numMax <<= (tabFitRight.opMax ? upperEnvelope.GetCount() : Null); - tabFitRight.labMPM.Enable(tabFitRight.opMax); - tabFitRight.eMPM.Enable(tabFitRight.opMax); - tabFitRight.eMPM <<= (tabFitRight.opMax ? mpm : Null); - if (tabFitRight.opMin && newWidthMin != tabFitRight.width) { - newWidthMin = tabFitRight.width; - - lowerEnvelope.Clear(); - Vector idsLower = data.LowerEnvelopeY(tabFitRight.width); - for (int i = 0; i < idsLower.GetCount(); ++i) - lowerEnvelope << Pointf(data.x(idsLower[i]), data.y(idsLower[i])); - refresh = true; - } - tabFitRight.labNumMin.Enable(tabFitRight.opMin); - tabFitRight.numMin.Enable(tabFitRight.opMin); - tabFitRight.numMin <<= (tabFitRight.opMin ? lowerEnvelope.GetCount() : Null); - if (tabFitRight.opMovAvg && newWidthMovAvg != tabFitRight.width) { - newWidthMovAvg = tabFitRight.width; - - movAvg = data.MovingAverageY(tabFitRight.width); - refresh = true; - } - if (tabFitRight.opSecAvg && newWidthMovAvg != tabFitRight.width) { - newWidthMovAvg = tabFitRight.width; - - secAvg = data.SectorAverageY(tabFitRight.width); - refresh = true; - } - if (tabFitRight.opCumAvg) { - cumAvg = data.CumulativeAverageY(); - refresh = true; - } - - if (refresh) { - tabFitLeft.scatter.Refresh(); - tabFitLeft.comments.Refresh(); - } -} - -void ProcessingTab::OnSet() -{ - if (tabFitLeft.scatter.IsDeletedDataSource(0)) - return; - DataSource &data = tabFitLeft.scatter.GetDataSource(0); - - if (tabFreqFirst && tab.IsAt(splitterTabFreq)) { - tabFreqFirst = false; - if (data.IsParam() || data.IsExplicit()) { - tabFreqLeft.comments.SetText(t_("Impossible to calculate FFT from a not sampled series")); - tabFreqRight.butFFT.Enable(false); - } else if (data.GetCount() < 5) { - tabFreqLeft.comments.SetText(t_("Insufficient data to calculate FFT")); - tabFreqRight.butFFT.Enable(false); - } else { - double mindT, maxdT = Null; - mindT = -maxdT; - for (int64 i = 1; i < data.GetCount(); ++i) { - double d2 = data.x(i), d1 = data.x(i - 1); - - if (!IsNull(d1) && !IsNull(d2)) { - double delta = (d2 - d1); - mindT = min(delta, mindT); - maxdT = max(delta, maxdT); - } - } - if ((maxdT - mindT)/maxdT > 0.00001) - tabFreqLeft.comments.SetText(Format(t_("Sampling time changes from %f to %f"), mindT, maxdT)); - else - tabFreqLeft.comments.SetText(""); - tabFreqRight.samplingTime = (maxdT + mindT)/2.; - } - } else if (tabOpFirst && tab.IsAt(splitterTabOp)) { - if (pscatter->IsDeletedDataSource(id)) - return; - - tabOpFirst = false; - - tabOpLeft.scatter.RemoveAllSeries(); - String legend = pscatter->GetLegend(id); - double xLow = pscatter->GetDataSource(id).MinX(); - if (IsNull(xLow)) - xLow = pscatter->GetXMin(); - tabOpRight.xLow <<= xLow; - double xHigh = pscatter->GetDataSource(id).MaxX(); - if (IsNull(xHigh)) - xHigh = pscatter->GetXMin() + pscatter->GetXRange(); - tabOpRight.xHigh <<= xHigh; - dataXRange.Init(pscatter->GetDataSource(id), xLow, xHigh); - tabOpLeft.scatter.AddSeries(dataXRange).SetSequentialX(pscatter->GetSequentialX()) - .Legend(legend + String("-") + t_("Processed")).NoMark() - .Stroke(8, Upp::Color(115, 214, 74)); - tabOpLeft.scatter.AddSeries(pscatter->GetDataSource(id)).SetSequentialX(pscatter->GetSequentialX()) - .Legend(legend).NoMark().Stroke(2, Blue()); - tabOpLeft.scatter.SetFastViewX(pscatter->GetFastViewX()); - - tabOpLeft.scatter.SetLegendAnchor(ScatterDraw::RIGHT_TOP).SetLegendFillColor(Null); - - tabOpLeft.scatter.Units(0, pscatter->GetUnitsY(id), pscatter->GetUnitsX(id)); - tabOpLeft.scatter.SetLabelX(pscatter->GetLabelX()); - - bool primary = pscatter->IsDataPrimaryY(id); - tabOpLeft.scatter.SetRange(pscatter->GetXRange(), primary ? pscatter->GetYRange() : pscatter->GetY2Range()); - tabOpLeft.scatter.SetMajorUnits(pscatter->GetMajorUnitsX(), primary ? pscatter->GetMajorUnitsY() : pscatter->GetMajorUnitsY2()); - tabOpLeft.scatter.SetXYMin(pscatter->GetXMin(), primary ? pscatter->GetYMin() : pscatter->GetY2Min()); - - tabOpLeft.scatter.ShowInfo().ShowContextMenu().ShowProcessDlg().ShowPropertiesDlg().SetMouseHandlingLinked(true, true); - } else if (tabBestFitFirst && tab.IsAt(splitterTabBestFit)) { - if (pscatter->IsDeletedDataSource(id)) - return; - - tabBestFitFirst = false; - - tabBestFitLeft.scatter.RemoveAllSeries(); - String legend = pscatter->GetLegend(id); - - tabBestFitLeft.scatter.AddSeries(pscatter->GetDataSource(id)).SetSequentialX(pscatter->GetSequentialX()) - .Legend(legend).NoMark().Stroke(2); - tabBestFitLeft.scatter.SetFastViewX(pscatter->GetFastViewX()); - - tabBestFitLeft.scatter.SetLegendAnchor(ScatterDraw::RIGHT_TOP).SetLegendFillColor(Null); - - tabBestFitLeft.scatter.Units(0, pscatter->GetUnitsY(id), pscatter->GetUnitsX(id)); - tabBestFitLeft.scatter.SetLabelX(pscatter->GetLabelX()); - - bool primary = pscatter->IsDataPrimaryY(id); - tabBestFitLeft.scatter.SetRange(pscatter->GetXRange(), primary ? pscatter->GetYRange() : pscatter->GetY2Range()); - tabBestFitLeft.scatter.SetMajorUnits(pscatter->GetMajorUnitsX(), primary ? pscatter->GetMajorUnitsY() : pscatter->GetMajorUnitsY2()); - tabBestFitLeft.scatter.SetXYMin(pscatter->GetXMin(), primary ? pscatter->GetYMin() : pscatter->GetY2Min()); - - tabBestFitLeft.scatter.ShowInfo().ShowContextMenu().ShowProcessDlg().ShowPropertiesDlg().SetMouseHandlingLinked(true, true); - } else if (tab.IsAt(splitterTabHist)) { - //tabHistFirst = false; - if (data.IsParam() || data.IsExplicit()) { - tabHistLeft.comments.SetText(t_("Impossible to calculate histogram from a not sampled series")); - tabHistRight.butHist.Enable(false); - } else if (data.GetCount() < 5) { - tabHistLeft.comments.SetText(t_("Insufficient data to calculate histogram")); - tabHistRight.butHist.Enable(false); - } else { - if (~tabHistRight.axis == t_("Y")) { - tabHistRight.minVal <<= data.MinY(); - tabHistRight.maxVal <<= data.MaxY(); - } else { - tabHistRight.minVal <<= data.MinX(); - tabHistRight.maxVal <<= data.MaxX(); - } - } - } -} - -void ProcessingTab::UpdateEquations() -{ - tabFitRight.eqAverage = tabFitRight.opAverage ? average.GetEquation(tabFitRight.numDecimals) : ""; - tabFitRight.eqLinear = tabFitRight.opLinear ? linear.GetEquation(tabFitRight.numDecimals) : ""; - tabFitRight.r2Linear = tabFitRight.opLinear ? r2Linear : Null; - tabFitRight.eqCuadratic = tabFitRight.opCuadratic ? cuadratic.GetEquation(tabFitRight.numDecimals) : ""; - tabFitRight.r2Cuadratic = tabFitRight.opCuadratic ? r2Cuadratic : Null; - tabFitRight.eqCubic = tabFitRight.opCubic ? cubic.GetEquation(tabFitRight.numDecimals) : ""; - tabFitRight.r2Cubic = tabFitRight.opCubic ? r2Cubic : Null; - tabFitRight.eqSinus = tabFitRight.opSinus ? sinus.GetEquation(tabFitRight.numDecimals) : ""; - tabFitRight.r2Sinus = tabFitRight.opSinus ? r2Sinus : Null; - tabFitRight.eqSinusTend = tabFitRight.opSinusTend ? sinusTend.GetEquation(tabFitRight.numDecimals) : ""; - tabFitRight.r2SinusTend = tabFitRight.opSinusTend ? r2SinusTend : Null; -} - -void ProcessingTab::OnShowEquation() -{ - bool show = tabFitRight.showEquation; - int i = 1; - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + - (show && tabFitRight.opAverage ? average.GetEquation(tabFitRight.numDecimals) : String(t_("Average")))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + - (show && tabFitRight.opLinear ? linear.GetEquation(tabFitRight.numDecimals) : String(t_("Linear")))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + - (show && tabFitRight.opCuadratic ? cuadratic.GetEquation(tabFitRight.numDecimals) : String(t_("Cuadratic")))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + - (show && tabFitRight.opCubic ? cubic.GetEquation(tabFitRight.numDecimals) : String(t_("Cubic")))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + - (show && tabFitRight.opSinus ? sinus.GetEquation(tabFitRight.numDecimals) : String(t_("Sinusoidal")))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + - (show && tabFitRight.opSinusTend ? sinusTend.GetEquation(tabFitRight.numDecimals) : String(t_("Sinusoidal tend")))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + String(t_("Spline"))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + String(Format(t_("Der_%d"), ~tabFitRight.derOrder))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + String(Format(t_("S_G_%d"), ~tabFitRight.sgOrder))); - tabFitLeft.scatter.Legend(i++, pscatter->GetLegend(id) + String("-") + String(t_("FFT_filter"))); - tabFitLeft.scatter.Refresh(); -} - -void ProcessingTab::OnFFT() -{ - String errText; - tabFreqLeft.scatter.RemoveAllSeries(); - double samplingTime = tabFreqRight.samplingTime; - if (samplingTime < 0) { - Exclamation(t_("Incorrect sampling time")); - return; - } - int64 idMaxFFT; - { - WaitCursor waitcursor; - - if (tabFitLeft.scatter.IsDeletedDataSource(0)) - return; - DataSource &data = tabFitLeft.scatter.GetDataSource(0); - - Eigen::VectorXd sourcex(data.GetCount()), sourcey(data.GetCount()); - for (int64 i = 0; i < data.GetCount(); ++i) { - sourcex[i] = data.x(i); - sourcey[i] = data.y(i); - } - Eigen::VectorXd resx, resy; - Resample(sourcex, sourcey, resx, resy, samplingTime); - - EigenVector series(resy, resx[0], samplingTime); - fft = series.FFTY(samplingTime, tabFreqRight.opXAxis == 1, tabFreqRight.type, - tabFreqRight.window.GetIndex(), tabFreqRight.num, tabFreqRight.overlapping); - VectorPointf fftData(fft); - double mxy = fftData.MaxY(idMaxFFT); - if (!IsNull(mxy)) - tabFreqRight.eMax <<= Format("(%f,%f)", fftData.x(idMaxFFT), mxy); - - if (tabFreqRight.type == DataSource::T_PSD) { - double m_1, m0, m1, m2; - fftData.GetSpectralMomentsY(tabFreqRight.opXAxis == 1, m_1, m0, m1, m2); - tabFreqRight.m_1 <<= FormatDouble(m_1); - tabFreqRight.m0 <<= FormatDouble(m0); - tabFreqRight.m1 <<= FormatDouble(m1); - tabFreqRight.m2 <<= FormatDouble(m2); - } else { - tabFreqRight.m_1 <<= ""; - tabFreqRight.m0 <<= ""; - tabFreqRight.m1 <<= ""; - tabFreqRight.m2 <<= ""; - } - tabFreqRight.m_1.Enable(tabFreqRight.type == DataSource::T_PSD); - tabFreqRight.m0.Enable(tabFreqRight.type == DataSource::T_PSD); - tabFreqRight.m1.Enable(tabFreqRight.type == DataSource::T_PSD); - tabFreqRight.m2.Enable(tabFreqRight.type == DataSource::T_PSD); - tabFreqRight.labSpectral.Enable(tabFreqRight.type == DataSource::T_PSD); - } - if (fft.IsEmpty()) { - tabFreqLeft.comments.SetText(errText); - Exclamation(t_("Error obtaining FFT")); - return; - } - - String strtype; - switch(tabFreqRight.type) { - case DataSource::T_FFT: strtype = t_("FFT"); break; - case DataSource::T_PHASE: strtype = t_("FFT-phase [rad]"); break; - case DataSource::T_PSD: strtype = t_("Power Spectral Density"); break; - } - String legend = tabFitLeft.scatter.GetLegend(0) + String("-") + strtype; - tabFreqLeft.scatter.AddSeries(fft).Legend(legend); - tabFreqLeft.scatter.ShowInfo().ShowContextMenu().ShowProcessDlg().ShowPropertiesDlg().SetMouseHandlingLinked(true, true); - tabFreqLeft.scatter.SetLabelX(tabFreqRight.opXAxis == 1 ? t_("Frequency [Hz]") : t_("Period [sec]")); - tabFreqLeft.scatter.SetLabelY(legend); - tabFreqLeft.scatter.ZoomToFit(true, true); - if (idMaxFFT > 0 && fft[int(idMaxFFT)].x < (fft[fft.GetCount() - 1].x)/2) - tabFreqLeft.scatter.SetRange(fft[int(idMaxFFT)].x*2, Null); - - tabFreqLeft.comments.SetText(errText); -} - -void ProcessingTab::OnHist() { - tabHistLeft.scatter.RemoveAllSeries(); - - if (tabFitLeft.scatter.IsDeletedDataSource(0)) - return; - DataSource &data = tabFitLeft.scatter.GetDataSource(0); - - double minVal = ~tabHistRight.minVal; - double maxVal = ~tabHistRight.maxVal; - if (minVal >= maxVal) { - Exclamation(Format(t_("Min val %d has to be lower than Max val %f"), minVal, maxVal)); - return; - } - int numVals = ~tabHistRight.numVals; - bool normalize = ~tabHistRight.opNormalize; - double valNormalize = ~tabHistRight.valNormalize; - bool isY = ~tabHistRight.axis == t_("Y"); - - histogram.Create(data, minVal, maxVal, numVals, isY).Accumulative(~tabHistRight.opAccumulative); - - if (normalize) - histogram.Normalize(valNormalize); - - String legend = tabFitLeft.scatter.GetLegend(0) + String("-") + t_("Histogram"); - tabHistLeft.scatter.AddSeries(histogram).Legend(legend).NoMark(). - Units(normalize ? "x" + FormatDouble(valNormalize) : "#", isY ? - tabFitLeft.scatter.GetUnitsY(0) : - tabFitLeft.scatter.GetUnitsX(0)); - if (~tabHistRight.opStaggered) - tabHistLeft.scatter.PlotStyle().Dash("").NoMark().Fill(Blue()).Opacity(0.3).Stroke(2, LtBlue()); - tabHistLeft.scatter.ShowInfo().ShowContextMenu().ShowProcessDlg().ShowPropertiesDlg().SetMouseHandlingLinked(true, true); - tabHistLeft.scatter.SetLabelX(isY ? tabFitLeft.scatter.GetLegend(0) : tabFitLeft.scatter.GetLabelX()); - tabHistLeft.scatter.SetLabelY(t_("Number")); - tabHistLeft.scatter.ZoomToFit(true, true); - double ymax = tabHistLeft.scatter.GetYMax(); - tabHistLeft.scatter.SetXYMin(Null, 0); - tabHistLeft.scatter.SetRange(Null, ymax); -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/Properties.cpp b/uppsrc/ScatterCtrl/Properties.cpp deleted file mode 100644 index 469d13cdf..000000000 --- a/uppsrc/ScatterCtrl/Properties.cpp +++ /dev/null @@ -1,593 +0,0 @@ -#include "ScatterCtrl.h" - -namespace Upp { - -#define IMAGECLASS ScatterImgP -#define IMAGEFILE -#include - - -void ScatterCtrl::DoShowEditDlg(int itab) -{ - PropertiesDlg dlg; - dlg.Init(*this); - dlg.Set(itab); - dlg.Perform(); -} - -void PropertiesDlg::Perform() -{ - Run(); - measures.Change(); - measures.Change(); -} - -void MeasuresTab::Init(ScatterCtrl& scatter) -{ - CtrlLayout(*this); - SizePos(); - - pscatter = &scatter; - - xMin <<= scatter.GetXMin(); - xMax <<= scatter.GetXRange() + scatter.GetXMin(); - yMin <<= scatter.GetYMin(); - yMax <<= scatter.GetYRange() + scatter.GetYMin(); - yMin2 <<= scatter.GetYMin2(); - yMax2 <<= scatter.GetY2Range() + scatter.GetYMin2(); - xMinUnit <<= scatter.GetXMinUnit(); - yMinUnit <<= scatter.GetYMinUnit(); - xMajorUnit <<= scatter.GetMajorUnitsX(); - yMajorUnit <<= scatter.GetMajorUnitsY(); - - opAttachX <<= !scatter.GetMouseHandlingX(); - opAttachY <<= !scatter.GetMouseHandlingY(); - opReticleX <<= scatter.GetDrawXReticle(); - opReticleY <<= scatter.GetDrawYReticle(); - opReticleY2 <<= scatter.GetDrawY2Reticle(); - opReticleXNumbers <<= scatter.GetDrawXReticleNumbers(); - opReticleYNumbers <<= scatter.GetDrawYReticleNumbers(); - opReticleY2Numbers <<= scatter.GetDrawY2ReticleNumbers(); - reticlethickness <<= scatter.GetAxisWidth(); - - linethickness <<= scatter.GetGridWidth(); - linecolor <<= scatter.GetGridColor(); - dashStyle.Clear(); - for(int i = 0; i < DashStyle::GetCount(); i++) - dashStyle.Add(DashStyle::TypeName(i)); - - int id = DashStyle::StyleIndex(scatter.GetGridDash()); - if (id < 0) { - id = DashStyle::Register(Format(t_("Dash \"%s\""), scatter.GetGridDash()), scatter.GetGridDash()); - dashStyle.Add(DashStyle::TypeName(id)); - } - dashStyle <<= DashStyle::TypeName(id); - - xMin.WhenEnter = [=]{Change();}; - xMax.WhenEnter = [=]{Change();}; - yMin.WhenEnter = [=]{Change();}; - yMax.WhenEnter = [=]{Change();}; - yMin2.WhenEnter = [=]{Change();}; - yMax2.WhenEnter = [=]{Change();}; - xMinUnit.WhenEnter = [=]{Change();}; - yMinUnit.WhenEnter = [=]{Change();}; - xMajorUnit.WhenEnter = [=]{Change();}; - yMajorUnit.WhenEnter = [=]{Change();}; - - opAttachX.WhenAction = [=]{Change();}; - opAttachY.WhenAction = [=]{Change();}; - opReticleX.WhenAction = [=]{Change();}; - opReticleY.WhenAction = [=]{Change();}; - opReticleY2.WhenAction = [=]{Change();}; - opReticleXNumbers.WhenAction = [=]{Change();}; - opReticleYNumbers.WhenAction = [=]{Change();}; - opReticleY2Numbers.WhenAction = [=]{Change();}; - reticlethickness.WhenAction = [=]{Change();}; - - linecolor.WhenAction = [=]{Change();}; - linethickness.WhenAction = [=]{Change();}; - dashStyle.WhenAction = [=]{Change();}; - - Change(); -} - -void MeasuresTab::Change() -{ - if (xMax <= xMin) { - Exclamation(t_("X min has to be lower than X max")); - return; - } - if (yMax <= yMin) { - Exclamation(t_("Y min has to be lower than Y max")); - return; - } - if (yMax2 <= yMin2) { - Exclamation(t_("Y min2 has to be lower than Y max2")); - return; - } - - xMin.Enable(!opAttachX); - xMax.Enable(!opAttachX); - yMin.Enable(!opAttachY); - yMax.Enable(!opAttachY); - - ScatterCtrl &scatter = *pscatter; - - scatter.SetMouseHandlingLinked(!opAttachX, !opAttachY); - scatter.SetDrawXReticle(opReticleX).SetDrawYReticle(opReticleY).SetDrawY2Reticle(opReticleY2); - scatter.SetDrawXReticleNumbers(opReticleXNumbers).SetDrawYReticleNumbers(opReticleYNumbers).SetDrawY2ReticleNumbers(opReticleY2Numbers); - scatter.SetAxisWidth(~reticlethickness); - - scatter.SetXYMinLinked(xMin, yMin, yMin2); - scatter.SetRangeLinked(xMax - xMin, yMax - yMin, yMax2 - yMin2); - - scatter.SetMinUnits(xMinUnit, yMinUnit); - scatter.SetMajorUnits(xMajorUnit, yMajorUnit); - - scatter.SetGridDash(DashStyle::Style(DashStyle::TypeIndex(~dashStyle))); - scatter.SetGridColor(~linecolor); - scatter.SetGridWidth(~linethickness); - - scatter.SetModify(); - scatter.Refresh(); -} - -void TextsTab::Init(ScatterCtrl& scatter) -{ - CtrlLayout(*this); - SizePos(); - - pscatter = &scatter; - - labBack.SetInk(White()); - - title <<= scatter.GetTitle(); - title.WhenAction = [=]{Change();}; - xLabel <<= scatter.GetLabelX(); - xLabel.WhenAction = [=]{Change();}; - yLabel <<= scatter.GetLabelY(); - yLabel.WhenAction = [=]{Change();}; - yLabel2 <<= scatter.GetLabelY2(); - yLabel2.WhenAction = [=]{Change();}; - backcolor <<= scatter.GetPlotAreaColor(); - backcolor.WhenAction = [=]{Change();}; - leftMargin <<= scatter.GetPlotAreaLeftMargin(); - leftMargin.WhenAction = [=]{Change();}; - rightMargin <<= scatter.GetPlotAreaRightMargin(); - rightMargin.WhenAction = [=]{Change();}; - topMargin <<= scatter.GetPlotAreaTopMargin(); - topMargin.WhenAction = [=]{Change();}; - bottomMargin <<= scatter.GetPlotAreaBottomMargin(); - bottomMargin.WhenAction = [=]{Change();}; - butFontTitle.SetImage(ScatterImgP::ColorA); - butFontTitle.WhenAction = [=]{Change();}; - colorTitle <<= scatter.GetTitleColor(); - colorTitle.WhenAction = [=]{Change();}; - butFontLabel.SetImage(ScatterImgP::ColorA); - butFontLabel.WhenAction = [=]{OnFontLabel();}; - colorLabel <<= scatter.GetLabelsColor(); - colorLabel.WhenAction = [=]{Change();}; - - Change(); -} - -void TextsTab::OnFontTitle() { - FontSelect fontSelect; - - fontSelect.Set(pscatter->GetTitleFont()); - fontSelect.WhenAction = [=](Font f) {OnChangeFontTitle(f);}; - fontSelect.Execute(butFontTitle); -} - -void TextsTab::OnChangeFontTitle(Font font) { - pscatter->SetTitleFont(font); - pscatter->Refresh(); -} - -void TextsTab::OnFontLabel() { - FontSelect fontSelect; - - fontSelect.Set(pscatter->GetLabelsFont()); - fontSelect.WhenAction = [=](Font f) {OnChangeFontLabel(f);}; - fontSelect.Execute(butFontLabel); -} - -void TextsTab::OnChangeFontLabel(Font font) { - pscatter->SetLabelsFont(font); - pscatter->Refresh(); -} - -void TextsTab::Change() -{ - ScatterCtrl &scatter = *pscatter; - - scatter.SetTitle(~title); - scatter.SetLabels(~xLabel, ~yLabel, ~yLabel2); - scatter.SetPlotAreaMargin(~leftMargin, ~rightMargin, ~topMargin, ~bottomMargin); - scatter.SetPlotAreaColor(~backcolor); - scatter.SetTitleColor(~colorTitle); - - scatter.SetModify(); - scatter.Refresh(); -} - -void LegendTab::Init(ScatterCtrl& scatter) -{ - CtrlLayout(*this); - SizePos(); - - pscatter = &scatter; - - showLegend <<= scatter.GetShowLegend(); - showLegend.WhenAction = [=] {Change();}; - - legendPosition <<= (scatter.GetLegendAnchor() == ScatterDraw::TOP ? 0 : 1); - legendPosition.WhenAction = [=] {Change();}; - switch(scatter.GetLegendAnchor()) { - case ScatterDraw::LEFT_TOP: legendAnchorLT = true; break; - case ScatterDraw::RIGHT_TOP: legendAnchorRT = true; break; - case ScatterDraw::LEFT_BOTTOM: legendAnchorLB = true; break; - case ScatterDraw::RIGHT_BOTTOM: legendAnchorRB = true; break; - } - legendAnchorLT.WhenAction = [&] {ChangeAnchor(&legendAnchorLT);}; - legendAnchorRT.WhenAction = [&] {ChangeAnchor(&legendAnchorRT);}; - legendAnchorLB.WhenAction = [&] {ChangeAnchor(&legendAnchorLB);}; - legendAnchorRB.WhenAction = [&] {ChangeAnchor(&legendAnchorRB);}; - - fillColor <<= scatter.GetLegendFillColor(); - fillColor.WhenAction = [=] {Change();}; - borderColor <<= scatter.GetLegendBorderColor(); - borderColor.WhenAction = [=] {Change();}; - Point p = scatter.GetLegendPos(); - tableHoriz <<= p.x; - tableHoriz.WhenAction = [=] {Change();}; - tableVert <<= p.y; - tableVert.WhenAction = [=] {Change();}; - numCols <<= scatter.GetLegendNumCols(); - numCols.WhenAction = [=] {Change();}; - - rowSpacing <<= scatter.GetLegendRowSpacing(); - rowSpacing.WhenAction = [=] {Change();}; - - Change(); -} - -void LegendTab::ChangeAnchor(Option *op) -{ - legendAnchorLT <<= false; - legendAnchorRT <<= false; - legendAnchorLB <<= false; - legendAnchorRB <<= false; - *op <<= true; - - Change(); -} - -void LegendTab::Change() -{ - ScatterCtrl &scatter = *pscatter; - - scatter.ShowLegend(showLegend); - scatter.SetLegendRowSpacing(rowSpacing); - ScatterDraw::LEGEND_POS legendTableAnchor; - if (legendPosition == 0) - legendTableAnchor = ScatterDraw::TOP; - else if (legendAnchorLT) - legendTableAnchor = ScatterDraw::LEFT_TOP; - else if (legendAnchorRT) - legendTableAnchor = ScatterDraw::RIGHT_TOP; - else if (legendAnchorLB) - legendTableAnchor = ScatterDraw::LEFT_BOTTOM; - else if (legendAnchorRB) - legendTableAnchor = ScatterDraw::RIGHT_BOTTOM; - else { - legendAnchorLT = true; - legendTableAnchor = ScatterDraw::LEFT_TOP; - } - scatter.SetLegendAnchor(legendTableAnchor); - bool enable = (legendPosition != 0); - table.Enable(enable); - fillColor.Enable(enable); borderColor.Enable(enable); - tableHoriz.Enable(enable); tableVert.Enable(enable); - numCols.Enable(enable); rowSpacing.Enable(enable); - labelFill.Enable(enable); labelBorder.Enable(enable); - labelDistance.Enable(enable); - labelHoriz.Enable(enable); labelVert.Enable(enable); - labelNumCols.Enable(enable); labelRowSpacing.Enable(enable); - labelAnchorCorner.Enable(enable); - legendAnchorLT.Enable(enable); legendAnchorRT.Enable(enable); - legendAnchorLB.Enable(enable); legendAnchorRB.Enable(enable); - - scatter.SetLegendFillColor(fillColor.GetData()).SetLegendBorderColor(borderColor.GetData()); - scatter.SetLegendPosX(tableHoriz).SetLegendPosY(tableVert); - scatter.SetLegendNumCols(numCols); - - scatter.SetModify(); - scatter.Refresh(); -} - -void GeneralTab::Init(ScatterCtrl& scatter) -{ - CtrlLayout(*this); - SizePos(); - - pscatter = &scatter; - - dropResolution.Clear(); - dropResolution.Add(ScatterDraw::MD_DRAW, t_("Draw")); - dropResolution.Add(ScatterDraw::MD_NOAA, t_("Painter No Antialiased")); - dropResolution.Add(ScatterDraw::MD_ANTIALIASED, t_("Painter Antialiased")); - dropResolution.Add(ScatterDraw::MD_SUBPIXEL, t_("Painter Subpixel")); - dropResolution = scatter.GetMode(); - dropResolution.WhenAction = [=] {Change();}; - dropRotate.Clear(); - dropRotate.Add(ScatterCtrl::Angle_0, t_("0º")); - dropRotate.Add(ScatterCtrl::Angle_90, t_("90º")); - dropRotate.Add(ScatterCtrl::Angle_180, t_("180º")); - dropRotate.Add(ScatterCtrl::Angle_270, t_("270º")); - dropRotate = scatter.GetRotate(); - dropRotate.WhenAction = [=] {Change();}; - editWidth <<= scatter.GetSaveSize().cx; - editHeight <<= scatter.GetSaveSize().cy; - opResponsive <<= scatter.ScatterDraw::IsResponsive(); - editSensitivity <<= scatter.ScatterDraw::GetResponsivenessFactor(); - editJpgQ <<= scatter.GetJPGQuality(); - editWidth.WhenAction = [=] {Change();}; - editHeight.WhenAction = [=] {Change();}; - opResponsive.WhenAction = [=] {Change();}; - editSensitivity.WhenAction = [=] {Change();}; - editJpgQ.WhenAction = [=] {Change();}; - - butApplyToAll.WhenAction = [=] {ChangeAll();}; - - Change(); -} - -void GeneralTab::Change() -{ - ScatterCtrl &scatter = *pscatter; - - scatter.SetMode(~dropResolution); - scatter.Rotate((ScatterCtrl::Angle)(int)dropRotate.GetData()); - Size size(~editWidth, ~editHeight); - scatter.SetSaveSize(size); - scatter.ScatterDraw::Responsive(~opResponsive, ~editSensitivity); - scatter.SetJPGQuality(~editJpgQ); - - scatter.SetModify(); - scatter.Refresh(); -} - -void GeneralTab::ChangeAll() -{ - for (int i = 0; i < ScatterCtrl::GetInstancesCount(); ++i) { - ScatterCtrl &scatter = ScatterCtrl::GetInstance(i); - - scatter.SetMode(~dropResolution); - scatter.Rotate((ScatterCtrl::Angle)(int)dropRotate.GetData()); - Size size(~editWidth, ~editHeight); - scatter.SetSaveSize(size); - scatter.ScatterDraw::Responsive(~opResponsive, ~editSensitivity); - scatter.SetJPGQuality(~editJpgQ); - - scatter.SetModify(); - scatter.Refresh(); - } -} - -void SeriesTab::Init(ScatterCtrl& scatter) -{ - CtrlLayout(left); - CtrlLayout(right); - Horz(left.SizePos(), right.SizePos()); - SetPos(3000, 0); - SizePos(); - - pscatter = &scatter; - - Init0(); -} - -void SeriesTab::Init0() -{ - ScatterCtrl &scatter = *pscatter; - - right.Enable(!scatter.IsEmpty()); - - left.list.Reset(); - left.list.SetLineCy(EditField::GetStdHeight()); - left.list.AddColumn(t_("Name")); - for(int i = 0; i < scatter.GetCount(); i++) - left.list.Add(scatter.GetLegend(i)); - left.list.SetCursor(0); - left.list.WhenSel = [=] {UpdateFields();}; - left.butMoveUp.WhenAction = [=] {OnMoveUp();}; - left.butMoveUp.SetImage(ScatterImgP::UpArrow); - left.butMoveDown.WhenAction = [=] {OnMoveDown();}; - left.butMoveDown.SetImage(ScatterImgP::DownArrow); - left.butDelete.WhenAction = [=] {OnDelete();}; - - right.marktype.Clear(); - - right.markstyle.Add(t_("No mark")); - for(int i = 0; i < MarkPlot::GetCount(); i++) - right.markstyle.Add(MarkPlot::TypeName(i)); - right.markstyle.SetIndex(0); - - right.dashStyle.Clear(); - for(int i = 0; i < DashStyle::GetCount(); i++) - right.dashStyle.Add(DashStyle::TypeName(i)); - - UpdateFields(); - - right.linecolor.WhenAction = [=] {Change();}; - right.fillcolor.WhenAction = [=] {Change();}; - right.visible.WhenAction = [=] {Change();}; - right.dashStyle.WhenAction = [=] {Change();}; - right.linethickness.WhenAction = [=] {Change();}; - - right.markstyle.WhenAction = [=] {Change();}; - right.markcolor.WhenAction = [=] {Change();}; - right.markwidth.WhenAction = [=] {Change();}; - right.marktype.WhenAction = [=] {Change();}; - - right.showLegend.WhenAction = [=] {Change();}; - - right.unitsY.WhenAction = [=] {Change();}; - right.unitsX.WhenAction = [=] {Change();}; - - right.name.WhenAction = [=] {Change();}; - right.primary.WhenAction = [=] {Change();}; - - right.name.SetFocus(); -} - -void SeriesTab::ChangeMark() { - int index = left.list.GetCursor(); - if (index < 0) - return; - - ScatterCtrl &scatter = *pscatter; - - int id = MarkPlot::TypeIndex(~right.markstyle); - - right.marktype.Clear(); - - if (id >= 0) { - for (int i = 0; i < MarkPlot::GetTypeCount(id); ++i) - right.marktype.Add(MarkPlot::TypeString(id, i)); - } - if (right.marktype.GetCount() > 0) - right.marktype.SetIndex(0); - int idStyle = scatter.GetMarkStyleType(index); - if (idStyle >= 0 && idStyle < right.marktype.GetCount()) - right.marktype.SetIndex(idStyle); -} - -void SeriesTab::Change() -{ - int index = left.list.GetCursor(); - if (index < 0) - return; - - ScatterCtrl &scatter = *pscatter; - - scatter.SetFillColor(index, ~right.fillcolor); - scatter.ScatterDraw::Show(index, ~right.visible); - scatter.Dash(index, DashStyle::Style(DashStyle::TypeIndex(~right.dashStyle))); - scatter.Stroke(index, ~right.linethickness, Upp::Color(~right.linecolor)); -// if (IsNull(Upp::Color(~right.linecolor))) -// scatter.SetLineColor(index, Upp::Color(~right.linecolor)); - - scatter.MarkStyle(index, String(~right.markstyle)); - scatter.SetMarkColor(index, Upp::Color(~right.markcolor)); - scatter.SetMarkWidth(index, ~right.markwidth); - scatter.ShowSeriesLegend(index, ~right.showLegend); - ChangeMark(); - - scatter.Units(index, ~right.unitsY, ~right.unitsX); - - scatter.SetDataPrimaryY(index, ~right.primary); - - left.list.Set(index, ~right.name); - scatter.Legend(index, ~right.name); - - scatter.SetModify(); - scatter.Refresh(); -} - -void SeriesTab::UpdateFields() -{ - int index = left.list.GetCursor(); - if (index < 0) - return; - - ScatterCtrl &scatter = *pscatter; - - right.name <<= left.list.Get(0); - - right.fillcolor <<= scatter.GetFillColor(index); - right.visible <<= scatter.ScatterDraw::IsVisible(index); - int id = DashStyle::StyleIndex(scatter.GetDash(index)); - if (id < 0) { - id = DashStyle::Register(Format(t_("Dash \"%s\""), scatter.GetDash(index)), scatter.GetDash(index)); - right.dashStyle.Add(DashStyle::TypeName(id)); - } - right.dashStyle <<= DashStyle::TypeName(id); - - Upp::Color color; - double thickness; - - scatter.GetStroke(index, thickness, color); - right.linethickness <<= thickness; - right.linecolor <<= color; - right.markstyle <<= scatter.GetMarkStyleName(index); - right.markcolor <<= scatter.GetMarkColor(index); - right.markwidth <<= scatter.GetMarkWidth(index); - ChangeMark(); - - right.showLegend <<= scatter.GetShowSeriesLegend(index); - - right.unitsY <<= scatter.GetUnitsY(index); - right.unitsX <<= scatter.GetUnitsX(index); - - right.primary <<= scatter.IsDataPrimaryY(index); -} - -void SeriesTab::OnMoveUp() -{ - int index = left.list.GetCursor(); - if (index <= 0) - return; - - ScatterCtrl &scatter = *pscatter; - scatter.SwapSeries(index, index-1); - - Init0(); - - left.list.SetCursor(index-1); - - scatter.SetModify(); - scatter.Refresh(); -} - -void SeriesTab::OnMoveDown() -{ - int index = left.list.GetCursor(); - if (index < 0 || index == left.list.GetCount()-1) - return; - - ScatterCtrl &scatter = *pscatter; - if (!scatter.SwapSeries(index, index+1)) - return; - - Init0(); - - left.list.SetCursor(index+1); - - scatter.SetModify(); - scatter.Refresh(); -} - -void SeriesTab::OnDelete() -{ - int index = left.list.GetCursor(); - if (index < 0) - return; - - if (!PromptOKCancel(Format(t_("You are going to delete '%s' series.&Do you agree?"), DeQtf(String(left.list.Get(0)))))) - return; - - ScatterCtrl &scatter = *pscatter; - if(!scatter.ScatterDraw::RemoveSeries(index)) - return; - - Init0(); - - left.list.SetCursor(index); - - scatter.SetModify(); - scatter.Refresh(); -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/Properties.h b/uppsrc/ScatterCtrl/Properties.h deleted file mode 100644 index 12ed15fd2..000000000 --- a/uppsrc/ScatterCtrl/Properties.h +++ /dev/null @@ -1,303 +0,0 @@ -#ifndef _ScatterCtrl_Properties_h_ -#define _ScatterCtrl_Properties_h_ - -namespace Upp { - -#define LAYOUTFILE -#include - -#define IMAGECLASS ScatterImgP -#define IMAGEFILE -#include - - -class FontSelect : public WithFontSelector { -public: - Event WhenAction; - - FontSelect() { - CtrlLayoutExit(*this, t_("Font")); - FrameLess(true); - - face.WhenAction = [=]{Select();}; - height.WhenAction = [=]{Select();}; - bold.WhenAction = [=]{Select();}; - italic.WhenAction = [=]{Select();}; - naa.WhenAction = [=]{Select();}; - face.Clear(); - Upp::Index fni; - for(int i = 0; i < Font::GetFaceCount(); i++) { - if(Font::GetFaceInfo(i)) { - String n = Font::GetFaceName(i); - if(fni.Find(n) < 0) { - fni.Add(n); - face.Add(i, n); - } - } - } - face.SetIndex(0); - height.ClearList(); - for(int i = 6; i < 64; i++) - height.Add(i); - Select(); - } - void Set(Font f) { - int fi = f.GetFace(); - if(!face.HasKey(fi)) { - fi = face.FindValue(f.GetFaceName()); - if(fi < 0) - fi = Font::COURIER; - else - fi = face.GetKey(fi); - } - face.SetData(fi); - Select(); - height.SetData(f.GetHeight()); - for(int i = 0; i < height.GetCount(); i++) { - int q = height.GetKey(i); - if(f.GetHeight() <= q) { - height.SetData(q); - break; - } - } - bold = f.IsBold(); - italic = f.IsItalic(); - naa = f.IsNonAntiAliased(); - } - Font Get() { - Font f(face.GetData(), height.GetData()); - f.Bold(bold); - f.Italic(italic); - f.NonAntiAliased(naa); - return f; - } - void Execute(Ctrl &_parent) { - Open(this); - Rect rec = GetRect(); - Size sz = rec.GetSize(); - rec.left = _parent.GetScreenRect().left; - rec.top = _parent.GetScreenRect().bottom; - rec.right = rec.left + sz.cx; - rec.bottom = rec.top + sz.cy; - SetRect(rec); - Run(); - } - -private: - void Select() {WhenAction(Get());} -}; - - -class MeasuresTab : public WithMeasures { -public: - void Init(ScatterCtrl &scatter); - void Change(); - -private: - ScatterCtrl *pscatter; -}; - -class TextsTab : public WithTexts { -public: - void Init(ScatterCtrl &scatter); - void DoShowText(); - -private: - ScatterCtrl *pscatter; - - void Change(); - void OnFontTitle(); - void OnChangeFontTitle(Font font); - void OnFontLabel(); - void OnChangeFontLabel(Font font); -}; - -class LegendTab : public WithLegend { -public: - void Init(ScatterCtrl &scatter); - -private: - ScatterCtrl *pscatter; - - void Change(); - void ChangeAnchor(Option *op); -}; - -class SeriesTab : public Splitter { -public: - SeriesTab() : dashCount(DashStyle::GetCount()) {} - virtual ~SeriesTab() noexcept {DashStyle::UnregisterFrom(dashCount);} - void Init(ScatterCtrl& scatter); - -private: - ScatterCtrl *pscatter; - int dashCount; - - void Change(); - void ChangeMark(); - void UpdateFields(); - void OnMoveUp(); - void OnMoveDown(); - void OnDelete(); - - void Init0(); - - WithSeriesLeft left; - WithSeriesRight right; -}; - -class GeneralTab : public WithGeneral { -public: - void Init(ScatterCtrl &scatter); - -private: - ScatterCtrl *pscatter; - - void Change(); - void ChangeAll(); -}; - -class DataDlg : public WithData { -public: - void Init(ScatterCtrl& scatter); - virtual ~DataDlg() noexcept {}; - - void OnTab(); - void OnArrayBar(Bar &menu); - void ArrayCopy(); - void ArraySelect(); - void ArraySaveToFile(String fileName); - - class DataSourceX : public Convert { - public: - Value Format(const Value& q) const; - ScatterDraw *pscatter; - int index; - } dataSourceX; - - class DataSourceY : public Convert { - public: - Value Format(const Value& q) const; - ScatterDraw *pscatter; - int index; - }; - Upp::Array dataSourceYArr; - -private: - ScatterCtrl *pscatter; - - Upp::Array > series; -}; - -class PropertiesDlg : public WithProperties { -public: - void Init(ScatterCtrl& scatter); - virtual ~PropertiesDlg() noexcept {}; - - void Set(int tab); - void OnTab(); - void Perform(); - virtual void Close() { - if (pscatter->GetCount() == 0) - RejectBreak(IDOK); - TopWindow::Close(); - } - -private: - ScatterCtrl* pscatter; - MeasuresTab measures; - TextsTab texts; - LegendTab legend; - SeriesTab series; - GeneralTab general; -}; - -class ProcessingTab : public WithProcessingTab { -public: - ProcessingTab(); - virtual ~ProcessingTab() noexcept {}; - - void Init(ScatterCtrl& scatter) {pscatter = &scatter;} - void UpdateField(const String name, int id); - void OnFFT(); - void OnOp(); - void OnAutoSensSector(); - void OnShowEquation(); - void UpdateEquations(); - void OnFromTo(); - void OnOperation(); - void OnSet(); - void OnUpdateSensitivity(); - void OnFit(); - void OnHist(); - -private: - ScatterCtrl* pscatter; - int id; - - WithProcessingTabFitLeft tabFitLeft; - WithProcessingTabFitRight tabFitRight; - CtrlScroll tabFitRightScroll; - Splitter splitterTabFit; - WithProcessingTabFrequencyLeft tabFreqLeft; - WithProcessingTabFrequencyRight tabFreqRight; - CtrlScroll tabFreqRightScroll; - Splitter splitterTabFreq; - WithProcessingTabOpLeft tabOpLeft; - WithProcessingTabOpRight tabOpRight; - Splitter splitterTabOp; - WithProcessingTabBestFitLeft tabBestFitLeft; - WithProcessingTabBestFitRight tabBestFitRight; - Splitter splitterTabBestFit; - WithProcessingTabHistogramLeft tabHistLeft; - WithProcessingTabHistogramRight tabHistRight; - Splitter splitterTabHist; - - void ArrayCopy(); - void ArraySelect(); - void OnArrayBar(Bar &menu); - Upp::Array equationTypes; - UserEquation *userEquation; - //GridCtrlSource ds; - - bool avgFirst, linearFirst, cuadraticFirst, cubicFirst, sinusFirst, sinusTendFirst, splineFirst; - double r2Linear, r2Cuadratic, r2Cubic, r2Sinus, r2SinusTend; - bool tabFreqFirst, tabOpFirst, tabBestFitFirst, tabHistFirst; - - Vector fft; - AvgEquation average; - LinearEquation linear; - PolynomialEquation2 cuadratic; - PolynomialEquation3 cubic; - SinEquation sinus, sinusTend; - SplineEquation spline; - Vector derivative; - Vector sg; - Vector fftFilter; - Vector upperEnvelope, lowerEnvelope; - Vector movAvg, secAvg, cumAvg; - DataXRange dataXRange; - bool exclamationOpened; - double newWidthMax, newWidthMin, newWidthMovAvg, mpm; - - Histogram histogram; -}; - -class ProcessingDlg : public TopWindow { -public: - void Init(ScatterCtrl& scatter); - virtual ~ProcessingDlg() noexcept {}; - -private: - ScatterCtrl *pscatter; - Upp::Array tabs; - WithProcessingLeft list; - WithProcessingRight right; - Splitter splitter; - - void UpdateFields(); -}; - -} - -#endif diff --git a/uppsrc/ScatterCtrl/Scatter.usc b/uppsrc/ScatterCtrl/Scatter.usc deleted file mode 100644 index 57cf8ee04..000000000 --- a/uppsrc/ScatterCtrl/Scatter.usc +++ /dev/null @@ -1,58 +0,0 @@ -ctrl Scatter { - group "Extra"; - - GetMinSize() {sz.cx=150; sz.cy = 100; return sz; } - GetStdSize() {sz.cx=300; sz.cy = 200; return sz; } - - Frame SetFrame @20; - Color SetColor =:White @1; - Text SetTitle @5; - Font SetFontTitle @6; - Color SetColorTitle =:Black @7; - int H_Border =30 @2; - int V_Border =30 @3; - Color SetPlotAreaColor =:WhiteGray @4; - Text SetLabelX @8; - Text SetLabelY @9; - Font SetFontLabels @10; - Color SetColorLabels=:Black @11; - Color SetAxisColor =:Black @12; - int SetAxisWidth =6 @13; - Color SetGridColor=:Color(102,102,102); - int SetGridWidth=-4; - bool ShowHGrid=true; - bool ShowVGrid=true; - bool showLegend=true; - int SetLegendWeight=80; - - Paint(w) { - r = GetRect(); - w.DrawRect(r, .SetColor); - DrawCtrlFrame(w, r, .SetFrame); - sz = GetSize(); - textsize = GetTextSize(.SetTitle, .SetFontTitle); - if(.SetTitle=="") textsize.cy=0; - HB=0; - if(.H_Border>0) HB=.H_Border; - VB=0; - if(.V_Border>0) VB=.V_Border; - w.DrawRect(HB-1,VB-1+textsize.cy,-2*HB+2+sz.cx,-2*VB+2-textsize.cy+sz.cy,:Gray); - aw=6; - if(.SetAxisWidth >= 6) aw=.SetAxisWidth; - - w.DrawRect(HB-int(aw/6), - VB+textsize.cy, - -2*HB+int(aw/6)+sz.cx, - -2*VB+int(aw/6)-textsize.cy+sz.cy, - .SetAxisColor); - w.DrawRect(HB,VB+textsize.cy,-2*HB+sz.cx,-2*VB-textsize.cy+sz.cy,.SetPlotAreaColor); - - w.DrawText((sz.cx - textsize.cx) / 2, 4, .SetTitle, .SetFontTitle, .SetColorTitle); - lx=GetTextSize(.SetLabelX,.SetFontLabels); - ly=GetTextSize(.SetLabelY,.SetFontLabels); - - w.DrawText(int((sz.cx-lx.cx)/2),sz.cy -(ly.cy+2),.SetLabelX,.SetFontLabels,.SetColorLabels); - w.DrawText(2,int((sz.cy+textsize.cy+ly.cx)/2),900,.SetLabelY,.SetFontLabels,.SetColorLabels); - - } -}; \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/ScatterCtrl.cpp b/uppsrc/ScatterCtrl/ScatterCtrl.cpp deleted file mode 100644 index 6879c8303..000000000 --- a/uppsrc/ScatterCtrl/ScatterCtrl.cpp +++ /dev/null @@ -1,1230 +0,0 @@ -#include "ScatterCtrl.h" - - -#define IMAGECLASS ScatterImg -#define IMAGEFILE -#include - -#define TFILE -#include - -namespace Upp { - - -Vector ScatterCtrl::instances; -Array ScatterWindowPool::pool; - -#ifdef PLATFORM_WIN32 - -void ScatterCtrl::SaveAsMetafile(const char* file) -{ - GuiLock __; - WinMetaFileDraw wmfd; - wmfd.Create(saveSize.cx, saveSize.cy, "ScatterCtrl", "chart", file); - ScatterDraw::SetSize(saveSize); - ScatterDraw::SetDrawing(wmfd); - wmfd.Close(); -} - -void ScatterCtrl::SaveToClipboard(bool saveAsMetafile) -{ - GuiLock __; - if (saveAsMetafile) { - WinMetaFileDraw wmfd; - wmfd.Create(saveSize.cx, saveSize.cy, "ScatterCtrl", "chart"); - ScatterDraw::SetSize(saveSize); - ScatterDraw::SetDrawing(wmfd, false); - WinMetaFile wmf = wmfd.Close(); - wmf.WriteClipboard(); - } else { - ScatterDraw::SetSize(saveSize); - Image img = GetImage(); - WriteClipboardImage(img); - } -} -#else - -void ScatterCtrl::SaveToClipboard(bool) -{ - GuiLock __; - ScatterDraw::SetSize(saveSize); - Image img = GetImage(); - WriteClipboardImage(img); -} - -#endif - -#ifdef PLATFORM_WIN32 - -String FixPathName(const String &path) { - const char *forbstr[] = {"CON", "PRN", "AUX", "NUL", "COM", "LPT", ""}; - for (int i = 0; forbstr[i][0] != '\0'; ++i) { - if (path.StartsWith(forbstr[i])) - return String("_") + path; - } - - String ret; - const char *forbchar = "<>:\"/\\|?*"; - for (int i = 0; i < path.GetCount(); ++i) { - int ch = path[i]; - if (strchr(forbchar, ch)) - ret << "_"; - else - ret << String(ch, 1); - } - ret.Replace("..", "."); - - return ret; -} - -#else - -String FixPathName(const String &path) { - String ret = path; - - ret.Replace("/", "_"); - - return ret; -} - -#endif - -CtrlScroll::CtrlScroll() { - AddFrame(scroll); - scroll.AutoHide(); - scroll.WhenScroll = [=]{OnScroll();}; - hsizepos = vsizepos = false; -} - -CtrlScroll &CtrlScroll::AddPane(Ctrl& c, bool scrollH, bool scrollV) { - pane = &c; - if (scrollH) - scroll.x.Enable(); - else { - c.HSizePos(); - hsizepos = true; - } - if (scrollV) - scroll.y.Enable(); - else { - c.VSizePos(); - vsizepos = true; - } - Add(c); - return *this; -} - -void CtrlScroll::Scroll(const Point& p) { - if(!HasPane()) - return; - Rect _r = pane->GetRect(); - Rect r(-p, _r.GetSize()); - pane->SetRect(r); - if (hsizepos) - pane->HSizePos(); - if (vsizepos) - pane->VSizePos(); - WhenScrolled(); -} - -void CtrlScroll::OnScroll() { - Scroll(scroll.Get()); -} - -void CtrlScroll::Layout() { - if(!HasPane()) - return; - Size psz = GetSize(); - Size tsz = pane->GetSize(); - scroll.Set(Point(0, 0), psz, tsz); -} - -void CtrlScroll::MouseWheel(Point, int zdelta, dword) { - Rect _r = pane->GetRect(); - int num = int(_r.GetSize().cy/10); - for (int i = 0; i < num; ++i) { - if (zdelta > 0) - scroll.LineUp(); - else - scroll.LineDown(); - } -} - -void ScatterCtrl::LoadControl() { - GuiLock __; - - FileSel fs; - fs.Type(Format(t_("%s data file"), "json"), "*.json"); - fs.Type(Format(t_("%s data file"), "xml"), "*.xml"); - fs.Type(Format(t_("%s data file"), "bin"), "*.bin"); - fs.AllFilesType(); - if (!defaultDataFile.IsEmpty()) - fs = defaultDataFile; - else if (!GetTitle().IsEmpty()) - fs = FixPathName(GetTitle()) + ".json"; - else - fs = String(t_("Scatter plot data")) + ".json"; - - String ext = GetFileExt(~fs); - fs.DefaultExt(ext); - int idt = 0; - if (ext == ".json") - idt = 0; - else if (ext == ".xml") - idt = 1; - else if (ext == ".bin") - idt = 2; - fs.ActiveType(idt); - - fs.ActiveDir(GetFileFolder(defaultDataFile)); - fs.type.WhenAction = [&] {OnTypeDataFile(&fs);}; - if(!fs.ExecuteOpen(t_("Loading plot data from file"))) { - Exclamation(t_("Plot has not been loaded")); - return; - } - String fileName = defaultDataFile = ~fs; - - if (GetFileExt(fileName) == ".json") { - if (!LoadFromJsonFile(*this, fileName)) { - if (!LoadFromJsonFile(*static_cast(this), fileName)) - Exclamation(t_("Plot has not been loaded")); - } - } else if (GetFileExt(fileName) == ".xml") { - if (!LoadFromXMLFile(*this, fileName)) - Exclamation(t_("Plot has not been loaded")); - } else if (GetFileExt(fileName) == ".bin") { - if (!LoadFromFile(*this, fileName)) - Exclamation(t_("Plot has not been loaded")); - } else - Exclamation(Format(t_("File format \"%s\" not found"), GetFileExt(fileName))); -} - -void ScatterCtrl::OnTypeDataFile(FileSel *_fs) -{ - FileSel &fs = *_fs; - int id = fs.type.GetIndex(); - - if (id == 0) - fs.file = ForceExt(~fs, ".json"); - else if (id == 1) - fs.file = ForceExt(~fs, ".xml"); - else if (id == 2) - fs.file = ForceExt(~fs, ".bin"); - -} - -void ScatterCtrl::SaveControl() { - GuiLock __; - - FileSel fs; - fs.Type(Format(t_("%s data file"), "json"), "*.json"); - fs.Type(Format(t_("%s data file"), "xml"), "*.xml"); - fs.Type(Format(t_("%s data file"), "bin"), "*.bin"); - fs.AllFilesType(); - if (!defaultDataFile.IsEmpty()) - fs = defaultDataFile; - else if (!GetTitle().IsEmpty()) - fs = FixPathName(GetTitle()) + ".json"; - else - fs = String(t_("Scatter plot data")) + ".json"; - - String ext = GetFileExt(~fs); - fs.DefaultExt(ext); - int idt = 0; - if (ext == ".json") - idt = 0; - else if (ext == ".xml") - idt = 1; - else if (ext == ".bin") - idt = 2; - fs.ActiveType(idt); - - fs.ActiveDir(GetFileFolder(defaultDataFile)); - fs.type.WhenAction = [&] {OnTypeDataFile(&fs);}; - if(!fs.ExecuteSaveAs(t_("Saving plot data to file"))) { - Exclamation(t_("Plot has not been saved")); - return; - } - String fileName = defaultDataFile = ~fs; - - if (GetFileExt(fileName) == ".json") { - if (!StoreAsJsonFile(*this, fileName, true)) - Exclamation(t_("Plot has not been saved")); - } else if (GetFileExt(fileName) == ".xml") { - if (!StoreAsXMLFile(*this, fileName)) - Exclamation(t_("Plot has not been saved")); - } else if (GetFileExt(fileName) == ".bin") { - if (!StoreToFile(*this, fileName)) - Exclamation(t_("Plot has not been saved")); - } else - Exclamation(Format(t_("File format \"%s\" not found"), GetFileExt(fileName))); -} - -void ScatterCtrl::Paint0(Draw& w, const Size &sz) { - if (IsNull(highlight_0) && highlighting) { - highlighting = false; - KillTimeCallback(); - } - if (!IsNull(highlight_0) && !highlighting) { - highlighting = true; - SetTimeCallback(-200, [=] {TimerCallback();}); - } - TimeStop t; - lastRefresh0_ms = GetTickCount(); - if (IsEnabled()) { - if (mode == MD_DRAW) { - ScatterCtrl::SetDrawing(w, sz); - PlotTexts(w, !mouseHandlingX, !mouseHandlingY); - } else { - ImageBuffer ib(sz); - BufferPainter bp(ib, mode); - bp.LineCap(LINECAP_BUTT); - bp.LineJoin(LINEJOIN_MITER); - ScatterCtrl::SetDrawing(bp, sz); - w.DrawImage(0, 0, ib); - PlotTexts(w, !mouseHandlingX, !mouseHandlingY); - } - if (HasFocus()) { - w.DrawLine(0, 0, sz.cx, 0, 2, LtGray()); - w.DrawLine(0, 0, 0, sz.cy, 2, LtGray()); - int delta = -2; -#ifdef PLATFORM_WIN32 - delta = 0; -#endif - w.DrawLine(sz.cx+delta, 0, sz.cx+delta, sz.cy, 2, LtGray()); - w.DrawLine(0, sz.cy+delta, sz.cx, sz.cy+delta, 2, LtGray()); - } - } - lastRefresh_ms = int(t.Elapsed()/1000); -} - - -void ScatterCtrl::Paint(Draw& w) { - GuiLock __; - - if (rotate == Angle_0) - Paint0(w, GetSize()); - else if (rotate == Angle_90) { - Size sz(GetSize().cy, GetSize().cx); - ImageDraw dw(sz); - Paint0(dw, sz); - w.DrawImage(0, 0, GetSize().cx, GetSize().cy, RotateClockwise(dw)); - } else if (rotate == Angle_270) { - Size sz(GetSize().cy, GetSize().cx); - ImageDraw dw(sz); - Paint0(dw, sz); - w.DrawImage(0, 0, GetSize().cx, GetSize().cy, RotateAntiClockwise(dw)); - } else if (rotate == Angle_180) { - Size sz(GetSize()); - ImageDraw dw(sz); - Paint0(dw, sz); - w.DrawImage(0, 0, GetSize().cx, GetSize().cy, Rotate180(dw)); - } -} - -void ScatterCtrl::TimerCallback() { - Refresh(); -} - -void ScatterCtrl::Closest(double &x, double &y, double &y2) { - double minD = DBL_MAX; - double retx, rety, rety2; - - for (int i = 0; i < series.GetCount(); ++i) { - ScatterSeries &serie = series[i]; - if (serie.IsDeleted() || serie.opacity == 0 || serie.Data().IsExplicit()) - continue; - DataSource &data = serie.Data(); - double d; - int64 id; - if (serie.primaryY) { - id = data.Closest(x, y); - d = GetScatterDistance(x - data.x(id), y - data.y(id)); - } else { - id = data.Closest(x, y); - d = GetScatterDistance2(x - data.x(id), y - data.y(id)); - } - if (minD > d) { - minD = d; - retx = data.x(id); - if (serie.primaryY) { - rety = data.y(id); - rety2 = GetRealPosY2(GetScatterPosY(data.y(id))); - } else { - rety2 = data.y(id); - rety = GetRealPosY(GetScatterPosY2(data.y(id))); - } - } - } - if (minD == DBL_MAX) - x = y = y2 = Null; - else { - x = retx; - y = rety; - y2 = rety2; - } -} - -void ScatterCtrl::ProcessPopUp(Point &pt) { - if (IsNull(popLT)) - popLT = pt; - double _x = GetRealPosX(popLT.x); - double _y = GetRealPosY(popLT.y); - double _y2 = GetRealPosY2(popLT.y); - double x = GetRealPosX(pt.x); - double y = GetRealPosY(pt.y); - double y2 = GetRealPosY2(pt.y); - - popRB = pt; - - double dx = fabs(x - _x); - double dy = fabs(y - _y); - double dy2 = fabs(y2 - _y2); - - String strx, _strx, dstrx, stry, _stry, dstry; - if (cbModifFormatX) { - cbModifFormatX(strx, 0, x); - strx.Replace("\n", " "); - cbModifFormatX(_strx, 0, _x); - _strx.Replace("\n", " "); - } else { - strx = VariableFormatX(x); - _strx = VariableFormatX(_x); - } - if (cbModifFormatDeltaX) { - cbModifFormatDeltaX(dstrx, 0, dx); - dstrx.Replace("\n", " "); - } else - dstrx = VariableFormatX(dx); - - if (cbModifFormatY) { - cbModifFormatY(stry, 0, y); - stry.Replace("\n", " "); - cbModifFormatY(_stry, 0, _y); - _stry.Replace("\n", " "); - } else { - stry = VariableFormatY(y); - _stry = VariableFormatY(_y); - } - if (cbModifFormatDeltaY) { - cbModifFormatDeltaY(dstry, 0, dy); - dstry.Replace("\n", " "); - } else - dstry = VariableFormatY(dy); - - String _str, str, strdx, strdy; - - _str = popTextX + ": " + _strx; - if (strx != _strx) { - str = popTextX + ": " + strx; - strdx = popTextX + ": " + dstrx; - } - _str << "\n" + popTextY + ": " + _stry; - if (stry != _stry) { - str << "\n" + popTextY + ": " + stry; - strdy = popTextY + ": " + dstry; - } - if (drawY2Reticle) { - String stry2, _stry2, dstry2; - if (cbModifFormatY2) { - cbModifFormatY2(stry2, 0, y2); - stry2.Replace("\n", " "); - cbModifFormatY2(_stry2, 0, _y2); - _stry2.Replace("\n", " "); - } else { - stry2 = VariableFormatY2(y2); - _stry2 = VariableFormatY2(_y2); - } - if (cbModifFormatDeltaY2) { - cbModifFormatDeltaY2(dstry2, 0, dy2); - dstry2.Replace("\n", " "); - } else - dstry2 = VariableFormatY(dy2); - - _str << "\n" + popTextY2 + ": " + _stry2; - if (stry2 != _stry2) { - str << "\n" + popTextY2 + ": " + stry2; - strdy << "\n" + popTextY2 + ": " + dstry2; - } - } - if (surf) { - double _z = surf->z(_x, _y); - if (!IsNull(_z)) { - _str << "\n" << popTextZ << ": " << VariableFormatZ(_z); - if (strx != _strx || stry != _stry) { - double z = surf->z(x, y); - if (!IsNull(z)) - str << "\n" << popTextZ << ": " << VariableFormatZ(z) << "; " - << t_("Δ") << popTextZ << ": " << VariableFormatZ(z - _z); - } - } - } - const Point _popPoint = popLT - popOffset; - const Point popPointdy(popLT.x, popLT.y + (pt.y - popLT.y)/2); - const Point popPointdx(popLT.x + (pt.x - popLT.x)/2, pt.y); - Point popPoint = pt + popOffset; - - Size sz; - if (pop) { - popInfoBegin.SetText(_str); - sz = popInfoBegin.GetSize(); - } else { - popTextBegin.SetText(_str); - sz = popTextBegin.GetSize(); - } - Point p1(_popPoint.x - sz.cx, _popPoint.y - sz.cy); - if (pop) - popInfoBegin.Move(this, MousePointUnrot(p1)); - else - popTextBegin.Move(p1); - if (!strdx.IsEmpty()) { - if (pop) { - popInfoHoriz.Show(); - popInfoHoriz.SetText(strdx); - sz = popInfoHoriz.GetSize(); - } else { - popTextHoriz.Show(); - popTextHoriz.SetText(strdx); - sz = popTextHoriz.GetSize(); - } - Point p2(popPointdx.x - sz.cx/2, popPointdx.y - sz.cy/2); - if (pop) - popInfoHoriz.Move(this, MousePointUnrot(p2)); - else - popTextHoriz.Move(p2); - } else { - popInfoHoriz.Hide(); - popTextHoriz.Hide(); - } - if (!strdy.IsEmpty()) { - if (pop) { - popInfoVert.Show(); - popInfoVert.SetText(strdy); - sz = popInfoVert.GetSize(); - } else { - popTextVert.Show(); - popTextVert.SetText(strdy); - sz = popTextVert.GetSize(); - } - Point p3(popPointdy.x - sz.cx/2, popPointdy.y - sz.cy/2); - if (pop) - popInfoVert.Move(this, MousePointUnrot(p3)); - else - popTextVert.Move(p3); - } else { - popInfoVert.Hide(); - popTextVert.Hide(); - } - if (!str.IsEmpty()) { - if (pop) { - popInfoEnd.Show(); - popInfoEnd.SetText(str).Move(this, MousePointUnrot(popPoint)); - } else { - popTextEnd.Show(); - popTextEnd.SetText(str).Move(popPoint); - } - } else { - popInfoEnd.Hide(); - popTextEnd.Hide(); - } -} - -void ScatterCtrl::DoMouseAction(bool down, Point pt, ScatterAction action, int wheel) -{ - if (!down) { - Scrolling(false, pt); - LabelPopUp(false, pt); - ZoomWindow(false, pt); - } - switch (action) { - case SCROLL: Scrolling(down, pt); - break; - case ZOOM_H_ENL: MouseZoom(wheel, true, false); - break; - case ZOOM_H_RED: MouseZoom(-wheel, true, false); - break; - case ZOOM_V_ENL: MouseZoom(wheel, false, true); - break; - case ZOOM_V_RED: MouseZoom(-wheel, false, true); - break; - case SHOW_COORDINATES: LabelPopUp(down, pt); - break; - case ZOOM_WINDOW: ZoomWindow(down, pt); - break; - case CONTEXT_MENU: if(showContextMenu && !down) - MenuBar::Execute([=](Bar& bar) {ContextMenu(bar);}); - break; - case NO_ACTION: - case SCROLL_LEFT: - case SCROLL_RIGHT: - case SCROLL_UP: - case SCROLL_DOWN: - case ZOOM_FIT:; - } -} - -void ScatterCtrl::DoKeyAction(ScatterAction action) -{ - switch (action) { - case ZOOM_H_ENL: MouseZoom(-120, true, false); break; - case ZOOM_H_RED: MouseZoom(120, true, false); break; - case ZOOM_V_ENL: MouseZoom(-120, false, true); break; - case ZOOM_V_RED: MouseZoom(120, false, true); break; - case SCROLL_LEFT: ScatterDraw::Scroll(0.2, 0); break; - case SCROLL_RIGHT: ScatterDraw::Scroll(-0.2, 0); break; - case SCROLL_UP: ScatterDraw::Scroll(0, -0.2); break; - case SCROLL_DOWN: ScatterDraw::Scroll(0, 0.2); break; - case ZOOM_FIT: ScatterDraw::ZoomToFit(true, true); break; - case NO_ACTION: - case SCROLL: - case SHOW_COORDINATES: - case ZOOM_WINDOW: - case CONTEXT_MENU:; - } -} - -void ScatterCtrl::AddMouseBehavior(bool ctrl, bool alt, bool shift, bool left, bool middle, int middlewheel, bool right, ScatterAction action) -{ - mouseBehavior << MouseBehavior(ctrl, alt, shift, left, middle, middlewheel, right, action); -} - -void ScatterCtrl::RemoveMouseBehavior(ScatterAction action) -{ - for (int i = mouseBehavior.GetCount() - 1; i >= 0 ; --i) - if (mouseBehavior[i].action == action) - mouseBehavior.Remove(i); -} - -void ScatterCtrl::ClearMouseBehavior() -{ - mouseBehavior.Clear(); -} - -#ifdef PLATFORM_POSIX -int GetKeyCodeX(int key); -#endif - -void ScatterCtrl::AddKeyBehavior(bool ctrl, bool alt, bool shift, int key, bool isVirtualKey, ScatterAction action) -{ - if (!isVirtualKey) { -#if defined(PLATFORM_WIN32) || defined (PLATFORM_WIN64) - HKL hKeyboardLayout = ::GetKeyboardLayout(0); - key = VkKeyScanExW(key, hKeyboardLayout) + K_DELTA; - } -#else - key = key + K_DELTA;//GetKeyCodeX(key); - } -#endif - keyBehavior << KeyBehavior(ctrl, alt, shift, key, isVirtualKey, action); -} - -void ScatterCtrl::RemoveKeyBehavior(ScatterAction action) -{ - for (int i = keyBehavior.GetCount() - 1; i >= 0 ; --i) - if (keyBehavior[i].action == action) - keyBehavior.Remove(i); -} - -void ScatterCtrl::ClearKeyBehavior() -{ - keyBehavior.Clear(); -} - -void ScatterCtrl::ProcessMouse(bool down, Point &pt, bool ctrl, bool alt, bool shift, bool left, bool middle, int middleWheel, bool right) -{ - for (int i = 0; i < mouseBehavior.GetCount(); ++i) { - if (mouseBehavior[i].ctrl == ctrl && mouseBehavior[i].alt == alt && - mouseBehavior[i].shift == shift && mouseBehavior[i].left == left && - mouseBehavior[i].middle == middle && mouseBehavior[i].right == right && - ((mouseBehavior[i].middleWheel == 0) || sgn(mouseBehavior[i].middleWheel) == sgn(middleWheel))) { - DoMouseAction(down, pt, mouseBehavior[i].action, mouseBehavior[i].middleWheel*middleWheel); - break; - } - } -} - -bool ScatterCtrl::ProcessKey(int key) -{ - if (key & K_KEYUP) - return true; - bool ctrl = key & K_CTRL; - bool alt = key & K_ALT; - bool shift = key & K_SHIFT; - key &= ~(K_CTRL | K_ALT | K_SHIFT | K_KEYUP); - bool processed = false; - for (int i = 0; i < keyBehavior.GetCount(); ++i) { - if (keyBehavior[i].ctrl == ctrl && keyBehavior[i].alt == alt && keyBehavior[i].shift == shift && keyBehavior[i].key == key) { - processed = true; - DoKeyAction(keyBehavior[i].action); - } - } - return processed; -} - -void ScatterCtrl::LabelPopUp(bool down, Point &pt) { - GuiLock __; - - if (down) { - if(showInfo && PointInPlot(pt)) { - if (pop) { - popInfoBegin.AppearOnly(this); - popInfoVert.AppearOnly(this); - popInfoHoriz.AppearOnly(this); - popInfoEnd.AppearOnly(this); - } else { - popTextBegin.Show(); - popTextVert.Show(); - popTextHoriz.Show(); - popTextEnd.Show(); - } - isLabelPopUp = true; - ProcessPopUp(pt); - Refresh(); - } - } else { - if(showInfo && isLabelPopUp) { - if (pop) { - popInfoBegin.Close(); - popInfoVert.Close(); - popInfoHoriz.Close(); - popInfoEnd.Close(); - } else { - popTextBegin.Hide(); - popTextVert.Hide(); - popTextHoriz.Hide(); - popTextEnd.Hide(); - } - isLabelPopUp = isZoomWindow = false; - popLT = popRB = Null; - Refresh(); - } - } -} - -void ScatterCtrl::ZoomWindow(bool down, Point &pt) { - if (down) { - if (PointInPlot(pt)) { - isZoomWindow = true; - if (IsNull(popLT)) - popLT = pt; - popRB = pt; - } - } else { - if (isZoomWindow) { - isLabelPopUp = isZoomWindow = false; - - if (popLT.x > popRB.x) - Upp::Swap(popLT, popRB); - double LTx, LTy, LTy2, RBx, RBy, RBy2; - LTx = (popLT.x - hPlotLeft)*xRange/(GetSize().cx - (hPlotLeft + hPlotRight)-1) + xMin; - LTy = -(popLT.y - vPlotTop - titleHeight)*yRange/(GetSize().cy - (vPlotTop + vPlotBottom + titleHeight)+1) + yMin + yRange; - LTy2 = -(popLT.y - vPlotTop - titleHeight)*yRange2/(GetSize().cy - (vPlotTop + vPlotBottom + titleHeight)+1) + yMin2 + yRange2; - RBx = (popRB.x - hPlotLeft)*xRange/(GetSize().cx - (hPlotLeft + hPlotRight)-1) + xMin; - RBy = -(popRB.y - vPlotTop - titleHeight)*yRange/(GetSize().cy - (vPlotTop + vPlotBottom + titleHeight)+1) + yMin + yRange; - RBy2 = -(popRB.y - vPlotTop - titleHeight)*yRange2/(GetSize().cy - (vPlotTop + vPlotBottom + titleHeight)+1) + yMin2 + yRange2; - - if ((RBx - LTx) <= 0 || (LTy - RBy) <= 0 || (LTy2 - RBy2) <= 0) - return; - - SetXYMinLinked(LTx, RBy, RBy2); - SetRangeLinked(RBx - LTx, LTy - RBy, LTy2 - RBy2); - - popLT = popRB = Null; - Refresh(); - Refresh(); - } - } -} - -#ifdef PLATFORM_LINUX - #include -#endif - -void ScatterCtrl::Scrolling(bool down, Point &pt, bool isOut) -{ - static Image mouseImg; - if (down) { - if((mouseHandlingX || mouseHandlingY) && PointInPlot(pt)) { - butDownX = pt.x; - butDownY = pt.y; - isScrolling = true; - INTERLOCKED { - mouseImg = Ctrl::OverrideCursor(Image::SizeAll()); - } - } - } else { - if (isScrolling) { - if (!isOut) - MouseMove(pt, 0); - isScrolling = false; - Ctrl::OverrideCursor(mouseImg); - } - } -} - -bool ScatterCtrl::Key(dword key, int ) -{ - if (!ProcessKey(key)) { - if (key == K_CTRL_P) - DoShowEditDlg(0); - else if (key == K_CTRL_D) - DoShowData(); - else if (key == K_CTRL_C) - SaveToClipboard(false); - else if (key == K_CTRL_S) - SaveToFile(Null); - else - return false; - } - return true; -} - -void ScatterCtrl::GotFocus() -{ - Refresh(); -} - -void ScatterCtrl::LostFocus() -{ - Refresh(); -} - -void ScatterCtrl::LeftDown(Point pt, dword keyFlags) -{ - MousePointRot(pt); - if(!HasFocus()) - SetFocus(); - mouseAction = LEFT_DOWN; - ProcessMouse(true, pt, keyFlags & K_CTRL, keyFlags & K_ALT, keyFlags & K_SHIFT, true, false, 0, false); - WhenMouseClick(pt, keyFlags, mouseAction); -} - -void ScatterCtrl::LeftDouble(Point pt, dword keyFlags) -{ - MousePointRot(pt); - if(!HasFocus()) - SetFocus(); - if (PointInLegend(pt)) - DoShowEditDlg(3); - else if (PointInBorder(pt)) - DoShowEditDlg(0); - WhenMouseClick(pt, keyFlags, LEFT_DOUBLE); -} - -void ScatterCtrl::LeftUp(Point pt, dword keyFlags) -{ - MousePointRot(pt); - mouseAction = LEFT_UP; - ProcessMouse(false, pt, keyFlags & K_CTRL, keyFlags & K_ALT, keyFlags & K_SHIFT, true, false, 0, false); - WhenMouseClick(pt, keyFlags, mouseAction); -} - -void ScatterCtrl::MiddleDown(Point pt, dword keyFlags) -{ - MousePointRot(pt); - if(!HasFocus()) - SetFocus(); - mouseAction = MIDDLE_DOWN; - ProcessMouse(true, pt, keyFlags & K_CTRL, keyFlags & K_ALT, keyFlags & K_SHIFT, false, true, 0, false); - WhenMouseClick(pt, keyFlags, mouseAction); -} - -void ScatterCtrl::MiddleUp(Point pt, dword keyFlags) -{ - MousePointRot(pt); - mouseAction = MIDDLE_UP; - ProcessMouse(false, pt, keyFlags & K_CTRL, keyFlags & K_ALT, keyFlags & K_SHIFT, false, true, 0, false); - WhenMouseClick(pt, keyFlags, mouseAction); -} - -void ScatterCtrl::RightDown(Point pt, dword keyFlags) -{ - MousePointRot(pt); - if(!HasFocus()) - SetFocus(); - mouseAction = RIGHT_DOWN; - ProcessMouse(true, pt, keyFlags & K_CTRL, keyFlags & K_ALT, keyFlags & K_SHIFT, false, false, 0, true); - WhenMouseClick(pt, keyFlags, mouseAction); -} - -void ScatterCtrl::RightUp(Point pt, dword keyFlags) -{ - MousePointRot(pt); - mouseAction = RIGHT_UP; - ProcessMouse(false, pt, keyFlags & K_CTRL, keyFlags & K_ALT, keyFlags & K_SHIFT, false, false, 0, true); - WhenMouseClick(pt, keyFlags, mouseAction); -} - -void ScatterCtrl::MouseWheel(Point pt, int zdelta, dword keyFlags) -{ - MousePointRot(pt); - if (zdelta == 0) - return; - if(!HasFocus()) - SetFocus(); - ProcessMouse(true, pt, keyFlags & K_CTRL, keyFlags & K_ALT, keyFlags & K_SHIFT, false, false, zdelta, false); -} - -void ScatterCtrl::MouseMove(Point pt, dword keyFlags) -{ - GuiLock __; - - MousePointRot(pt); - if (isScrolling) { - double factorX = 0, factorY = 0; - int shiftX = pt.x - butDownX; - if (mouseHandlingX && shiftX != 0) - factorX = double(shiftX)/(GetSize().cx - (hPlotLeft + hPlotRight) - 1); - int shiftY = pt.y - butDownY; - if (mouseHandlingY && shiftY != 0) - factorY = double(shiftY)/(GetSize().cy - (vPlotTop + vPlotBottom) - 1); - butDownX = pt.x; - butDownY = pt.y; - if ((mouseHandlingX && shiftX != 0) || (mouseHandlingY && shiftY != 0)) - ScatterDraw::Scroll(factorX, -factorY); - } - if(isLabelPopUp) { - if (showInfo && PointInPlot(pt)) { - if (pop) { - popInfoBegin.AppearOnlyOpen(this); - popInfoHoriz.AppearOnlyOpen(this); - popInfoVert.AppearOnlyOpen(this); - popInfoEnd.AppearOnlyOpen(this); - } else { - popTextBegin.Show(); - popTextHoriz.Show(); - popTextVert.Show(); - popTextEnd.Show(); - } - ProcessPopUp(pt); - Refresh(); - } - } else if (isZoomWindow) { - if (PointInPlot(pt)) { - if (IsNull(popLT)) - popLT = pt; - popRB = pt; - Refresh(); - } - } - switch (mouseAction) { - case LEFT_DOWN: mouseAction = LEFT_MOVE; break; - case MIDDLE_DOWN: mouseAction = MIDDLE_MOVE; break; - case RIGHT_DOWN: mouseAction = RIGHT_MOVE; break; - default: ; // avoids warning - } - WhenMouseClick(pt, keyFlags, mouseAction); -} - -void ScatterCtrl::MouseLeave() -{ - Point p = Null; - Scrolling(false, p, true); - mouseAction = NONE; - if (isLabelPopUp || isZoomWindow) { - if (pop) { - popInfoBegin.Close(); - popInfoVert.Close(); - popInfoHoriz.Close(); - popInfoEnd.Close(); - } else { - popTextBegin.Hide(); - popTextVert.Hide(); - popTextHoriz.Hide(); - popTextEnd.Hide(); - } - isLabelPopUp = isZoomWindow = false; - popLT = popRB = Null; - Refresh(); - } -} - -void ScatterCtrl::MouseZoom(int zdelta, bool , bool ) -{ - double scale = zdelta > 0 ? zdelta/100. : -100./zdelta; - if (lastRefresh_sign != ((scale >= 0) ? 1 : -1)) - lastRefresh_ms = Null; // Change of scale sign resets lastRefresh check - if (GetTickCount() - lastRefresh0_ms > 1000) - lastRefresh_ms = Null; // 1 sec resets lastRefresh check - if (!IsNull(lastRefresh_ms) && (lastRefresh_ms > maxRefresh_ms)) - return; - Zoom(scale, mouseHandlingX, mouseHandlingY); -} - -Image ScatterCtrl::CursorImage(Point , dword ) -{ - if (isZoomWindow) - return ScatterImg::ZoomPlus(); - else if (mouseAction == LEFT_DOWN) - return ScatterImg::cursor1(); - return Image::Arrow(); -} - -void ScatterCtrl::ContextMenu(Bar& bar) -{ - if (mouseHandlingX || mouseHandlingY) { - bar.Add(t_("Fit to data"), ScatterImg::ShapeHandles(), [=]{ZoomToFit(mouseHandlingX, mouseHandlingY, 0.);}).Key(K_CTRL_F) - .Help(t_("Zoom to fit visible all data")); - bar.Add(t_("Zoom +"), ScatterImg::ZoomPlus(), [=] {Zoom(1/1.2, true, mouseHandlingY);}).Key(K_CTRL|K_ADD) - .Help(t_("Zoom in (closer)")); - bar.Add(t_("Zoom -"), ScatterImg::ZoomMinus(), [=] {Zoom(1.2, true, mouseHandlingY);}).Key(K_CTRL|K_SUBTRACT) - .Help(t_("Zoom out (away)")); - } - bar.Add(t_("Attach X axis"), Null, [=] {ChangeMouseHandlingX();}).Check(!mouseHandlingX) - .Help(t_("Fix X axis so no zoom or scroll is possible")); - if (mouseHandlingX) { - bar.Add(t_("Scroll Left"), ScatterImg::LeftArrow(), [=] {ScatterDraw::Scroll(0.2, 0);}).Key(K_CTRL_LEFT) - .Help(t_("Scrolls plot to the left")); - bar.Add(t_("Scroll Right"),ScatterImg::RightArrow(), [=] {ScatterDraw::Scroll(-0.2, 0);}).Key(K_CTRL_RIGHT) - .Help(t_("Scrolls plot to the right")); - } - bar.Add(t_("Attach Y axis"), Null, [=] {ChangeMouseHandlingY();}).Check(!mouseHandlingY) - .Help(t_("Fix Y axis so no zoom or scroll is possible")); - if (mouseHandlingY) { - bar.Add(t_("Scroll Up"), ScatterImg::UpArrow(), [=] {ScatterDraw::Scroll(0, -0.2);}).Key(K_CTRL_UP) - .Help(t_("Scrolls plot up")); - bar.Add(t_("Scroll Down"), ScatterImg::DownArrow(), [=] {ScatterDraw::Scroll(0, 0.2);}).Key(K_CTRL_DOWN) - .Help(t_("Scrolls plot down")); - } - if (mouseHandlingX || mouseHandlingY) - bar.Separator(); -#ifndef _DEBUG - if (showPropDlg) -#endif - { - bar.Add(t_("Properties"), ScatterImg::Gear(), [=] {DoShowEditDlg(0);}).Key(K_CTRL_P) - .Help(t_("Plot properties dialog")); - bar.Add(t_("View Data"), ScatterImg::Database(), [=] {DoShowData();}).Key(K_CTRL_D) - .Help(t_("Raw data table")); - } -#ifndef _DEBUG - if (showProcessDlg) -#endif - { - bar.Add(t_("Data Analysis"), ScatterImg::chart_curve_edit(), [=] {DoProcessing();}).Key(K_SHIFT_P) - .Help(t_("Data processing dialog")); - } -#ifndef _DEBUG - if (showPropDlg || showProcessDlg) -#endif - { - bar.Separator(); - } - bar.Add(t_("Copy image"), ScatterImg::Copy(), [=] {SaveToClipboard(false);}).Key(K_CTRL_C) - .Help(t_("Copy image to clipboard")); - bar.Add(t_("Save image"), ScatterImg::Save(), [=] {SaveToFile(Null);}).Key(K_CTRL_S) - .Help(t_("Save image to file")); -#ifndef _DEBUG - if (showLoadData || showSaveData) -#endif - { - bar.Separator(); - } - bar.Add(t_("Load plot"), [=] {LoadControl();}).Help(t_("Load plot from file")); - bar.Add(t_("Save plot"), [=] {SaveControl();}).Help(t_("Save plot to file")); -} - -void ScatterCtrl::OnTypeImage(FileSel *_fs) -{ - FileSel &fs = *_fs; - int id = fs.type.GetIndex(); - - if (id == 0) - fs.file = ForceExt(GetFileName(~fs), ".jpg"); - else if (id == 1) - fs.file = ForceExt(GetFileName(~fs), ".png"); - else if (id == 2) - fs.file = ForceExt(GetFileName(~fs), ".pdf"); -} - -bool ScatterCtrl::SaveToFile(String fileName) -{ - GuiLock __; - - if (IsNull(fileName)) { - FileSel fs; - fs.Type(Format(t_("%s bitmap file"), "jpeg"), "*.jpg"); - fs.Type(Format(t_("%s bitmap file"), "png"), "*.png"); - fs.Type(Format(t_("%s vector file"), "pdf"), "*.pdf"); - fs.AllFilesType(); - if (!GetTitle().IsEmpty()) - fs = FixPathName(GetTitle()) + ".jpg"; - else if (!defaultFileNamePlot.IsEmpty()) - fs = defaultFileNamePlot; - else - fs = String(t_("Scatter plot")) + ".jpg"; - - String ext = GetFileExt(~fs); - fs.DefaultExt(ext); - int idt = 0; - if (ext == ".jpg" || ext == ".jpeg") - idt = 0; - else if (ext == ".png") - idt = 1; - else if (ext == ".pdf") - idt = 2; - fs.ActiveType(idt); - - fs.ActiveDir(GetFileFolder(defaultFileNamePlot)); - fs.type.WhenAction = [&] {OnTypeImage(&fs);}; - if(!fs.ExecuteSaveAs(t_("Saving plot image to file"))) { - Exclamation(t_("Plot has not been saved")); - return false; - } - fileName = defaultFileNamePlot = ~fs; - } - if (GetFileExt(fileName) == ".png") { - WaitCursor waitcursor; - PNGEncoder encoder; - ScatterDraw::SetSize(saveSize); - return encoder.SaveFile(fileName, GetImage()); - } else if (GetFileExt(fileName) == ".jpg") { - WaitCursor waitcursor; - JPGEncoder encoder(jpgQuality); - ScatterDraw::SetSize(saveSize); - return encoder.SaveFile(fileName, GetImage()); - } else if (GetFileExt(fileName) == ".pdf") { - WaitCursor waitcursor; - PdfDraw pdf(saveSize.cx, saveSize.cy); - ScatterDraw::SetSize(saveSize); - ScatterDraw::SetDrawing(pdf, false); - return SaveFile(fileName, pdf.Finish()); - } else { - Exclamation(Format(t_("File format \"%s\" not found"), GetFileExt(fileName))); - return false; - } -} - -ScatterCtrl &ScatterCtrl::AddSeries(ArrayCtrl &data, bool useCols, int idX, int idY, int , int beginData, int numData) -{ - AddSeries(data, useCols, idX, idY, beginData, numData); - return *this; -} - -void ScatterCtrl::InsertSeries(int id, ArrayCtrl &data, bool useCols, int idX, int idY, int , int beginData, int numData) -{ - InsertSeries(id, data, useCols, idX, idY, beginData, numData); -} - -ScatterCtrl &ScatterCtrl::AddSeries(GridCtrl &data, bool useCols, int idX, int idY, int , int beginData, int numData) -{ - AddSeries(data, useCols, idX, idY, beginData, numData); - return *this; -} - -void ScatterCtrl::InsertSeries(int id, GridCtrl &data, bool useCols, int idX, int idY, int , int beginData, int numData) -{ - InsertSeries(id, data, useCols, idX, idY, beginData, numData); -} - -void ScatterCtrl::CheckButtonVisible() { - processButton.Show(showButtons && showProcessDlg); - dataButton.Show(showButtons && showPropDlg); - propertiesButton.Show(showButtons && showPropDlg); -} - -inline Point &ScatterCtrl::MousePointRot(Point &pt) { - if (rotate == Angle_0) - return pt; - else if (rotate == Angle_90) { - Swap(pt.x, pt.y); - pt.y = GetSize().cx - pt.y; - } else if (rotate == Angle_270) { - Swap(pt.x, pt.y); - pt.x = GetSize().cy - pt.x; - } else if (rotate == Angle_180) { - pt.x = GetSize().cx - pt.x; - pt.y = GetSize().cy - pt.y; - } - return pt; -} - -inline Point &ScatterCtrl::MousePointUnrot(Point &pt) { - if (rotate == Angle_0) - return pt; - else if (rotate == Angle_90) { - Swap(pt.x, pt.y); - pt.x = GetSize().cy - pt.x; - } else if (rotate == Angle_270) { - Swap(pt.x, pt.y); - pt.y = GetSize().cy - pt.y; - } else if (rotate == Angle_180) { - pt.x = GetSize().cx - pt.x; - pt.y = GetSize().cy - pt.y; - } - return pt; -} - -ScatterCtrl::ScatterCtrl() { - WantFocus(); - - BackPaint(); - popInfoBegin.SetColor(SColorFace); - popInfoVert.SetColor(SColorFace); - popInfoHoriz.SetColor(SColorFace); - popInfoEnd.SetColor(SColorFace); - popTextBegin.SetColor(SColorText).SetBackground(SColorFace); - popTextVert.SetColor(SColorText).SetBackground(SColorFace); - popTextHoriz.SetColor(SColorText).SetBackground(SColorFace); - popTextEnd.SetColor(SColorText).SetBackground(SColorFace); -#ifdef PLATFORM_WIN32 - pop = true; -#else - pop = false; -#endif - - ShowInfo().ShowContextMenu().ShowPropertiesDlg(); - - int posx = 0; - int buttonHeight = 18; - int buttonWidthProcess = 100; - Add(processButton.RightPosZ(posx, buttonWidthProcess).TopPosZ(0, buttonHeight)); - processButton.Show(false); - processButton.SetImage(ScatterImg::chart_curve_edit()).SetLabel(t_("Data Analysis")); - processButton.WhenAction = [=] {DoProcessing();}; - processButton.Tip(t_("Data processing dialog")); - - posx += buttonWidthProcess; - int buttonWidthData = 80; - Add(dataButton.RightPosZ(posx, buttonWidthData).TopPosZ(0, buttonHeight)); - dataButton.Show(false); - dataButton.SetImage(ScatterImg::Database()).SetLabel(t_("View Data")); - dataButton.WhenAction = [=] {DoShowData();}; - dataButton.Tip(t_("Show raw data table")); - - posx += buttonWidthData; - int buttonWidthProperties = 80; - Add(propertiesButton.RightPosZ(posx, buttonWidthProperties).TopPosZ(0, buttonHeight)); - propertiesButton.Show(false); - propertiesButton.SetImage(ScatterImg::Gear()).SetLabel(t_("Properties")); - propertiesButton.WhenAction = [=] {DoShowEditDlg(0);}; - propertiesButton.Tip(t_("Plot properties dialog")); - - AddMouseBehavior(false, false, false, true , false, 0, false, ScatterCtrl::SHOW_COORDINATES); - AddMouseBehavior(true, false, false, true , false, 0, false, ScatterCtrl::ZOOM_WINDOW); - AddMouseBehavior(false, false, false, false, false, 0, true , ScatterCtrl::CONTEXT_MENU); - AddMouseBehavior(false, false, false, false, true , 0, false, ScatterCtrl::SCROLL); - AddMouseBehavior(false, false, false, false, false, 1, false, ScatterCtrl::ZOOM_H_RED); - AddMouseBehavior(false, false, false, false, false, 1, false, ScatterCtrl::ZOOM_V_RED); - AddMouseBehavior(false, false, false, false, false,-1, false, ScatterCtrl::ZOOM_H_ENL); - AddMouseBehavior(false, false, false, false, false,-1, false, ScatterCtrl::ZOOM_V_ENL); - AddMouseBehavior(false, false, false, false, false, 0, false, ScatterCtrl::NO_ACTION); - - AddKeyBehavior(true, false, false, '+', false, ScatterCtrl::ZOOM_H_ENL); - AddKeyBehavior(true, false, false, K_ADD, true, ScatterCtrl::ZOOM_H_ENL); - AddKeyBehavior(true, false, false, '+', false, ScatterCtrl::ZOOM_V_ENL); - AddKeyBehavior(true, false, false, K_ADD, true, ScatterCtrl::ZOOM_V_ENL); - AddKeyBehavior(true, false, false, '-', false, ScatterCtrl::ZOOM_H_RED); - AddKeyBehavior(true, false, false, K_SUBTRACT, true, ScatterCtrl::ZOOM_H_RED); - AddKeyBehavior(true, false, false, '-', false, ScatterCtrl::ZOOM_V_RED); - AddKeyBehavior(true, false, false, K_SUBTRACT, true, ScatterCtrl::ZOOM_V_RED); - AddKeyBehavior(true, false, false, K_LEFT, true, ScatterCtrl::SCROLL_LEFT); - AddKeyBehavior(true, false, false, K_RIGHT, true, ScatterCtrl::SCROLL_RIGHT); - AddKeyBehavior(true, false, false, K_UP, true, ScatterCtrl::SCROLL_UP); - AddKeyBehavior(true, false, false, K_DOWN, true, ScatterCtrl::SCROLL_DOWN); - AddKeyBehavior(true, false, false, K_F, true, ScatterCtrl::ZOOM_FIT); - - AddInstance(this); -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/ScatterCtrl.h b/uppsrc/ScatterCtrl/ScatterCtrl.h deleted file mode 100644 index 3c331fe23..000000000 --- a/uppsrc/ScatterCtrl/ScatterCtrl.h +++ /dev/null @@ -1,549 +0,0 @@ -#ifndef _ScatterCtrl_ScatterCtrl_h -#define _ScatterCtrl_ScatterCtrl_h - -#include -#include -#include -#include -#include -#include - -#include "PopUpText.h" - -namespace Upp { - -class EditDoubleLostFocus : public EditDouble { -public: - Event<> WhenLostFocus; - - virtual void LostFocus() { - WhenLostFocus(); - EditDouble::LostFocus(); - } -}; - -typedef WithSpin EditDoubleLostFocusSpin; - -class CtrlScroll : public StaticRect { -public: - CtrlScroll(); - - CtrlScroll &AddPane(Ctrl& c, bool scrollH = true, bool scrollV = true); - CtrlScroll &AddPaneH(Ctrl& c) {return AddPane(c, true, false);} - CtrlScroll &AddPaneV(Ctrl& c) {return AddPane(c, false, true);} - inline bool HasPane() const {return (~pane != NULL);} - - Event<> WhenScrolled; - -private: - virtual void Layout(); - virtual void MouseWheel(Point p, int zdelta, dword keyflags); - - void Scroll(const Point& p); - void OnScroll(); - - ScrollBars scroll; - - Ptr pane; - bool hsizepos, vsizepos; -}; - -class ArrayCtrlSource : public DataSource { -private: - ArrayCtrl *data; - bool useCols; - Vector ids; - int beginData; - int64 numData; - -public: - ArrayCtrlSource() : data(0), useCols(true), beginData(0), numData(Null) {ids << 0 << 1;} - ArrayCtrlSource(ArrayCtrl &_data, bool _useCols = true, int _idX = 0, int _idY = 1, int _beginData = 0, int _numData = Null) { - Init(_data, _idY, _idX, _useCols, _beginData, _numData); - } - void Init(ArrayCtrl &_data, Vector &_ids, bool _useCols = true, int _beginData = 0, int _numData = Null) { - data = &_data; - useCols = _useCols; - - ids = clone(_ids); - beginData = _beginData; - if (IsNull(_numData)) { - if (!useCols) - numData = data->GetColumnCount(); - else - numData = data->GetCount(); - } else { - if (!useCols) - numData = min(_numData, data->GetColumnCount()); - else - numData = min(_numData, data->GetCount()); - } - numData -= beginData; - } - void Init(ArrayCtrl &_data, int idY, int idX, bool _useCols = true, int _beginData = 0, int _numData = Null) { - ids << idY << idX; - Init(_data, ids, _useCols, _beginData, _numData); - } - virtual inline double y(int64 id) {return useCols ? data->Get(beginData + int(id), ids[0]) : data->Get(ids[0], beginData + int(id));}; - virtual inline double x(int64 id) { - if (IsNull(ids[1])) - return double(id); - else - return useCols ? data->Get(beginData + int(id), ids[1]) : data->Get(ids[1], beginData + int(id)); - } - virtual inline double xn(int n, int64 id) {return useCols ? data->Get(beginData + int(id), ids[n]) : data->Get(ids[n], beginData + int(id));} - virtual inline int64 GetCount() const {return numData;}; -}; - -class GridCtrlSource : public DataSource { -private: - GridCtrl *data; - bool useCols; - Vector ids; - int beginData; - int64 numData; - -public: - GridCtrlSource() : data(0), useCols(true), beginData(0), numData(Null) {ids << 0 << 1;} - GridCtrlSource(GridCtrl &_data, bool _useCols = true, int idX = 0, int idY = 1, int _beginData = 0, int _numData = Null) { - ids << idY << idX; - Init(_data, ids, _useCols, _beginData, _numData); - } - GridCtrlSource(GridCtrl &_data, Vector &_ids, bool _useCols = true, int _beginData = 0, int _numData = Null) { - Init(_data, _ids, _useCols, _beginData, _numData); - } - void Init(GridCtrl &_data, Vector &_ids, bool _useCols = true, int _beginData = 0, int _numData = Null) { - data = &_data; - useCols = _useCols; - - ids = clone(_ids); - beginData = _beginData; - if (IsNull(_numData)) { - if (!useCols) - numData = data->GetColumnCount(); - else - numData = data->GetRowCount(); - } else { - if (!useCols) - numData = min(_numData, data->GetColumnCount()); - else - numData = min(_numData, data->GetRowCount()); - } - numData -= beginData; - } - void Init(GridCtrl &_data, int idY, int idX, bool _useCols = true, int _beginData = 0, int _numData = Null) { - Vector _ids; - _ids << idY << idX; - Init(_data, _ids, _useCols, _beginData, _numData); - } - double GetVal(int64 id, int idx) const { - if (IsNull(ids[idx])) - return double(id); - else { - int r, c; - if (useCols) { - r = beginData + int(id); - c = ids[idx]; - } else { - r = ids[idx]; - c = beginData + int(id); - } - const Value &val = data->Get(r, c); - if (val.Is()) - return double(val); - else - return ScanDouble(val.ToString()); - } - } - virtual inline double y(int64 id) {return GetVal(id, 0);} - virtual inline double x(int64 id) {return GetVal(id, 1);} - virtual inline double xn(int n, int64 id) {return useCols ? data->Get(beginData + int(id), ids[n]) : data->Get(ids[n], beginData + int(id));} - virtual inline int64 GetCount() const {return numData;}; -}; - -class ScatterCtrl : public Ctrl, public ScatterDraw { -public: - ScatterCtrl(); - virtual ~ScatterCtrl() noexcept {RemoveInstance(this);}; - - enum ScatterAction {NO_ACTION = 0, SCROLL, ZOOM_H_ENL, ZOOM_H_RED, ZOOM_V_ENL, ZOOM_V_RED, - SHOW_COORDINATES, CONTEXT_MENU, ZOOM_WINDOW, - SCROLL_LEFT, SCROLL_RIGHT, SCROLL_UP, SCROLL_DOWN, ZOOM_FIT}; - #define SHOW_INFO SHOW_COORDINATES - - struct MouseBehavior { - MouseBehavior(bool _ctrl, bool _alt, bool _shift, bool _left, bool _middle, int _middleWheel, bool _right, ScatterAction _action) : - ctrl(_ctrl), alt(_alt), shift(_shift), left(_left), middle(_middle), middleWheel(_middleWheel), right(_right), action(_action) {} - bool ctrl; - bool alt; - bool shift; - bool left; - bool middle; - int middleWheel; - bool right; - ScatterAction action; - }; - void AddMouseBehavior(bool ctrl, bool alt, bool shift, bool left, bool middle, int middlewheel, bool right, ScatterAction action); - void RemoveMouseBehavior(ScatterAction action); - void ClearMouseBehavior(); - - enum MouseAction {NONE, LEFT_DOWN, LEFT_UP, LEFT_DOUBLE, LEFT_MOVE, MIDDLE_DOWN, MIDDLE_UP, MIDDLE_MOVE, - RIGHT_DOWN, RIGHT_UP, RIGHT_MOVE}; - Function WhenMouseClick; - - struct KeyBehavior { - KeyBehavior(bool _ctrl, bool _alt, bool _shift, int _key, bool _isVirtualKey, ScatterAction _action) : - ctrl(_ctrl), alt(_alt), shift(_shift), key(_key), isVirtualKey(_isVirtualKey), action(_action) {} - bool ctrl; - bool alt; - bool shift; - int key; - bool isVirtualKey; - ScatterAction action; - }; - void AddKeyBehavior(bool ctrl, bool alt, bool shift, int key, bool isVirtualKey, ScatterAction action); - void RemoveKeyBehavior(ScatterAction action); - void ClearKeyBehavior(); - - ScatterCtrl& ShowContextMenu(bool show = true) {showContextMenu = show; return *this;} - ScatterCtrl& ShowPropertiesDlg(bool show = true){ - showPropDlg = show; - CheckButtonVisible(); - return *this; - } - ScatterCtrl& ShowProcessDlg(bool show = true) { - showProcessDlg = show; - CheckButtonVisible(); - return *this; - } - ScatterCtrl& ShowButtons(bool show = true) { - showButtons = show; - CheckButtonVisible(); - return *this; - } - void CheckButtonVisible(); - - ScatterCtrl& ShowLoadData(bool _showLoadData) { - this->showLoadData = _showLoadData; - return *this; - } - ScatterCtrl& ShowSaveData(bool _showSaveData) { - this->showSaveData = _showSaveData; - return *this; - } - - ScatterCtrl& SetPopText(const String x, const String y1, const String y2, const String z = "z") - {popTextX = x; popTextY = y1; popTextY2 = y2; popTextZ = z; return *this;} - - ScatterCtrl& ShowInfo(bool show = true) {showInfo = show; return *this;} - ScatterCtrl& ShowAllMenus() {return ShowInfo().ShowContextMenu().ShowPropertiesDlg().ShowProcessDlg().ShowButtons();} - -#ifdef PLATFORM_WIN32 - void SaveAsMetafile(const char* file); -#endif - void SaveToClipboard(bool saveAsMetafile = false); - bool SaveToFile(String fileName = Null); - - void LoadControl(); - void SaveControl(); - void OnChangeSaveCtrl(); - - virtual void Refresh() {Ctrl::Refresh();}; - virtual Size GetSize() const {return Ctrl::GetSize();}; - - ScatterCtrl& SetColor(const Upp::Color& _color) {ScatterDraw::SetColor(_color); return *this;}; - ScatterCtrl& SetGridColor(const Upp::Color& grid_color) {ScatterDraw::SetGridColor(grid_color); return *this;}; - ScatterCtrl& SetGridWidth(double grid_width) {ScatterDraw::SetGridWidth(grid_width); return *this;}; - ScatterCtrl& SetPlotAreaColor(const Upp::Color& p_a_color) {ScatterDraw::SetPlotAreaColor(p_a_color); return *this;}; - ScatterCtrl& SetAxisColor(const Upp::Color& axis_color) {ScatterDraw::SetAxisColor(axis_color); return *this;}; - ScatterCtrl& SetAxisWidth(int axis_width) {ScatterDraw::SetAxisWidth(axis_width); return *this;}; - ScatterCtrl& SetTitle(const String& _title) {ScatterDraw::SetTitle(_title); return *this;}; - ScatterCtrl& SetTitleFont(const Upp::Font& fontTitle) {ScatterDraw::SetTitleFont(fontTitle); return *this;}; - ScatterCtrl& SetTitleColor(const Upp::Color& colorTitle) {ScatterDraw::SetTitleColor(colorTitle); return *this;}; - ScatterCtrl& SetLabelsFont(const Upp::Font& fontLabels) {ScatterDraw::SetLabelsFont(fontLabels); return *this;}; - ScatterCtrl& SetLabelsColor(const Upp::Color& colorLabels) {ScatterDraw::SetLabelsColor(colorLabels); return *this;}; - ScatterCtrl& SetLabelX(const String& _xLabel) {ScatterDraw::SetLabelX(_xLabel); return *this;}; - ScatterCtrl& SetLabelY(const String& _yLabel) {ScatterDraw::SetLabelY(_yLabel); return *this;}; - ScatterCtrl& SetLabelY2(const String& _yLabel) {ScatterDraw::SetLabelY2(_yLabel); return *this;}; - ScatterCtrl& SetPlotAreaMargin(int hLeft, int hRight, int vTop, int vBottom) - {ScatterDraw::SetPlotAreaMargin(hLeft, hRight, vTop, vBottom); return *this;}; - ScatterCtrl& SetPlotAreaLeftMargin(int margin) {ScatterDraw::SetPlotAreaLeftMargin(margin);return *this;}; - int GetPlotAreaLeftMargin() {return ScatterDraw::GetPlotAreaLeftMargin();}; - ScatterCtrl& SetPlotAreaTopMargin(int margin) {ScatterDraw::SetPlotAreaTopMargin(margin); return *this;}; - int GetPlotAreaTopMargin() {return ScatterDraw::GetPlotAreaTopMargin();}; - ScatterCtrl& SetPlotAreaRightMargin(int margin) {ScatterDraw::SetPlotAreaRightMargin(margin);return *this;}; - int GetPlotAreaRightMargin() {return ScatterDraw::GetPlotAreaRightMargin();}; - ScatterCtrl& SetPlotAreaBottomMargin(int margin) {ScatterDraw::SetPlotAreaBottomMargin(margin);return *this;}; - int GetPlotAreaBottomMargin() {return ScatterDraw::GetPlotAreaBottomMargin();}; - - ScatterCtrl& ShowLegend(bool show = true) {ScatterDraw::ShowLegend(show); return *this;} - bool GetShowLegend() {return ScatterDraw::GetShowLegend();} - ScatterCtrl& SetLegendPos(const Point &_pos) {ScatterDraw::SetLegendPos(_pos); return *this;} - ScatterCtrl& SetLegendPosX(int x) {ScatterDraw::SetLegendPosX(x); return *this;} - ScatterCtrl& SetLegendPosY(int y) {ScatterDraw::SetLegendPosY(y); return *this;} - Point& GetLegendPos() {return ScatterDraw::GetLegendPos();} - ScatterCtrl& SetLegendNumCols(int num) {ScatterDraw::SetLegendNumCols(num); return *this;} - int GetLegendNumCols() {return ScatterDraw::GetLegendNumCols();} - ScatterCtrl& SetLegendRowSpacing(int num) {ScatterDraw::SetLegendRowSpacing(num); return *this;} - int GetLegendRowSpacing() {return ScatterDraw::GetLegendRowSpacing();} - ScatterCtrl& SetLegendAnchor(int anchor) {ScatterDraw::SetLegendAnchor(static_cast(anchor)); return *this;} - int GetLegendAnchor() {return ScatterDraw::GetLegendAnchor();} - ScatterCtrl& SetLegendFillColor(const Upp::Color &fill) {ScatterDraw::SetLegendFillColor(fill); return *this;} - ScatterCtrl& SetLegendBorderColor(const Upp::Color &border) {ScatterDraw::SetLegendBorderColor(border); return *this;} - Upp::Color& GetLegendFillColor() {return ScatterDraw::GetLegendFillColor();} - Upp::Color& GetLegendBorderColor() {return ScatterDraw::GetLegendBorderColor();} - - using ScatterDraw::AddSeries; - ScatterCtrl &AddSeries(ArrayCtrl &data, bool useCols = true, int idX = 0, int idY = 1, int idZ = 2, int beginData = 0, int numData = Null); - ScatterCtrl &AddSeries(GridCtrl &data, bool useCols = true, int idX = 0, int idY = 1, int idZ = 2, int beginData = 0, int numData = Null); - using ScatterDraw::InsertSeries; - void InsertSeries(int id, ArrayCtrl &data, bool useCols = true, int idX = 0, int idY = 1, int idZ = 2, int beginData = 0, int numData = Null); - void InsertSeries(int id, GridCtrl &data, bool useCols = true, int idX = 0, int idY = 1, int idZ = 2, int beginData = 0, int numData = Null); - - ScatterCtrl& RemoveAllSeries() { - GuiLock __; - ScatterDraw::RemoveAllSeries(); - return *this; - } - - ScatterCtrl& SetMaxRefreshTime(int _maxRefresh_ms) {maxRefresh_ms = _maxRefresh_ms; return *this;} - int GetMaxRefreshTime() {return maxRefresh_ms;} - - ScatterCtrl& SetDefaultCSVSeparator(String sep) {defaultCSVseparator = sep; return *this;} - String GetDefaultCSVSeparator() {return defaultCSVseparator;} - - ScatterCtrl &SetMouseHandling(bool valx = true, bool valy = false) {ScatterDraw::SetMouseHandling(valx, valy); return *this;} - ScatterCtrl &SetMouseHandlingLinked(bool valx = true, bool valy = false) {ScatterDraw::SetMouseHandlingLinked(valx, valy); return *this;} - - ScatterCtrl &SetSaveSize(Size &_size) {saveSize = _size; return *this;} - Size &GetSaveSize() {return saveSize;} - ScatterCtrl &SetSaveSizeX(int cx) {saveSize.cx = cx; return *this;} - ScatterCtrl &SetSaveSizeY(int cy) {saveSize.cy = cy; return *this;} - ScatterCtrl &SetJPGQuality(int quality) {jpgQuality = quality; return *this;} - int GetJPGQuality() {return jpgQuality;} - - enum Angle {Angle_0, Angle_90, Angle_180, Angle_270}; - ScatterCtrl &Rotate(Angle angle) {rotate = angle; Refresh(); return *this;} - Angle GetRotate() {return static_cast(rotate);} - -private: - template - void Ize(T& io) { - ScatterDraw::Ize(io); - io - ("defaultFileNamePlot", defaultFileNamePlot) - ("defaultDataFile", defaultDataFile) - ("saveSize", saveSize) - ("jpgQuality", jpgQuality) - ("rotate", rotate) - ; - } - -public: - void Xmlize(XmlIO& xml) {Ize(xml);} - void Jsonize(JsonIO& json) {Ize(json);} - - void Serialize(Stream& s) { - s % defaultFileNamePlot - % defaultDataFile - % saveSize - % jpgQuality - % rotate - ; - } - virtual void Paint(Draw& w); - virtual void LeftDown(Point, dword); - virtual void LeftDouble(Point p, dword); - virtual void LeftUp(Point, dword); - virtual void MiddleDown(Point, dword); - virtual void MouseMove(Point, dword); - virtual void MiddleUp(Point, dword); - virtual void RightDown(Point, dword); - virtual void RightUp(Point, dword); - virtual void MouseLeave(); - virtual void MouseWheel(Point, int zdelta, dword); - virtual bool Key(dword key, int count); - virtual void GotFocus(); - virtual void LostFocus(); - - static int GetInstancesCount() {return instances.GetCount();} - static ScatterCtrl &GetInstance(int i) {return *(instances[i]);} - - void SetPopUp(bool _pop) {pop = _pop;} - -private: - bool showInfo = false; - PopUpInfo popInfoBegin, popInfoVert, popInfoHoriz, popInfoEnd; - PopUpText popTextBegin, popTextVert, popTextHoriz, popTextEnd; - String popTextX = t_("x"), - popTextY = t_("y"), - popTextY2 = t_("y right"), - popTextZ = t_("z"); - Point popLT = Null, popRB = Null; - bool pop; - bool isZoomWindow = false; - const Point popOffset = Point(10, 12); - MouseAction mouseAction = NONE; - - int butDownX, butDownY; - bool isScrolling = false, - isLabelPopUp = false; - - bool showContextMenu = false, - showPropDlg = false, - showProcessDlg = false, - showButtons = false, - showLoadData = false, showSaveData = false; - - int lastRefresh_ms = Null; - dword lastRefresh0_ms; - int maxRefresh_ms = 500; - - bool highlighting = false; - - Upp::Array mouseBehavior; - Upp::Array keyBehavior; - - void Paint0(Draw& w, const Size &sz); - - void ProcessPopUp(Point &pt); - - void DoMouseAction(bool down, Point pt, ScatterAction action, int wheel); - void DoKeyAction(ScatterAction action); - void ProcessMouse(bool down, Point &pt, bool ctrl, bool alt, bool shift, bool left, bool middle, int middleWheel, bool right); - bool ProcessKey(int key); - void LabelPopUp(bool down, Point &pt); - void Scrolling(bool down, Point &pt, bool isOut = false); - void MouseZoom(int zdelta, bool hor, bool ver); - void ZoomWindow(bool down, Point &pt); - - void ContextMenu(Bar& bar); - void DoShowEditDlg(int itab); - void DoShowData(); - void DoProcessing(); - - void Closest(double &x, double &y, double &y2); - - virtual Image CursorImage(Point p, dword keyflags); - - template - void SetDrawing(T& w, const Size &sz, bool ctrl = true); - void TimerCallback(); - - String defaultCSVseparator = ";"; - - String defaultFileNamePlot; - void OnTypeImage(FileSel *_fs); - - String defaultDataFile; - void OnTypeDataFile(FileSel *_fs); - - Button processButton, dataButton, propertiesButton; - - Size saveSize = Size(1000, 600); - int jpgQuality = 90; - - int rotate = Angle_0; - Point &MousePointRot(Point &pt); - Point &MousePointUnrot(Point &pt); - - static Vector instances; - static void AddInstance(ScatterCtrl *instance) {instances << instance;} - static void RemoveInstance(ScatterCtrl *instance) { - instances.RemoveIf([&](int i) {return instance == instances[i];}); - } -}; - -template -void ScatterCtrl::SetDrawing(T& w, const Size &sz, bool ctrl) { - ScatterDraw::SetSize(sz); - ScatterDraw::SetDrawing(w, ctrl); - if (!IsNull(popLT)) { - if (popLT != popRB) { - if (isZoomWindow) { - DrawLine(w, popLT.x, popLT.y, popLT.x, popRB.y, 1, SColorHighlight()); - DrawLine(w, popRB.x, popLT.y, popRB.x, popRB.y, 1, SColorHighlight()); - DrawLine(w, popLT.x, popLT.y, popRB.x, popLT.y, 1, SColorHighlight()); - DrawLine(w, popLT.x, popRB.y, popRB.x, popRB.y, 1, SColorHighlight()); -#ifdef PLATFORM_WIN32 - Ctrl::Refresh(); -#endif - } else { - DrawVArrow(w, popLT.x, popLT.y, popLT.x, popRB.y, 1, 4, 15, SColorHighlight()); - DrawHArrow(w, popLT.x, popRB.y, popRB.x, popRB.y, 1, 4, 15, SColorHighlight()); - if (!pop) { - popTextBegin.DoPaint(w); - popTextVert.DoPaint(w); - popTextHoriz.DoPaint(w); - popTextEnd.DoPaint(w); - } -#ifdef PLATFORM_WIN32 - Ctrl::Refresh(min(popLT.x-4, popRB.x-4), min(popLT.y-4, popRB.y-4), - abs(popRB.x-popLT.x) + 9, abs(popRB.y-popLT.y) + 9); -#endif - } - } else { - if (!pop) - popTextBegin.DoPaint(w); -#ifdef PLATFORM_WIN32 - Ctrl::Refresh(); -#endif - } - } -} - -class ScatterWindow : public TopWindow { -public: - ScatterWindow() { - Sizeable().Zoomable(); - Add(scatter.SizePos()); - scatter.ShowAllMenus(); - pos.Clear(); - } - ScatterCtrl &operator()() {return scatter;} - - ScatterWindow &OpenMain(bool dataInternal = true, bool zoomToFit = true) { - if (scatter.ThereArePrimaryY()) - scatter.SetPlotAreaLeftMargin(100).SetDrawYReticle(true).SetDrawYReticleNumbers(true); - else - scatter.SetPlotAreaLeftMargin(10).SetDrawYReticle(false).SetDrawYReticleNumbers(false); - if (scatter.ThereAreSecondaryY()) - scatter.SetPlotAreaRightMargin(100).SetDrawY2Reticle(true).SetDrawY2ReticleNumbers(true); - else - scatter.SetPlotAreaRightMargin(10).SetDrawY2Reticle(false).SetDrawY2ReticleNumbers(false); - - if (dataInternal) - scatter.SetDataSourceInternal(); - if (zoomToFit) - scatter.ZoomToFit(true, true); - TopWindow::SetRect(0, 0, width, height); - TopWindow::OpenMain(); - Ctrl::ProcessEvents(); - return *this; - } - - void Refresh() { - scatter.Refresh(); - Ctrl::ProcessEvents(); - } - -private: - ScatterCtrl scatter; - int width = 800, height = 500; - Point pos; -}; - -class ScatterWindowPool { -public: - static ScatterWindow &Get() {return pool.Add();} - -private: - static Array pool; -}; - -} - -#include "Properties.h" - - -#endif diff --git a/uppsrc/ScatterCtrl/ScatterCtrl.iml b/uppsrc/ScatterCtrl/ScatterCtrl.iml deleted file mode 100644 index f99a5ce98..000000000 --- a/uppsrc/ScatterCtrl/ScatterCtrl.iml +++ /dev/null @@ -1,142 +0,0 @@ -PREMULTIPLIED -IMAGE_ID(ColorA) -IMAGE_ID(Database) -IMAGE_ID(chart_curve_edit) -IMAGE_ID(Gear) -IMAGE_ID(cursor1) -IMAGE_ID(ZoomMinus) 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-IMAGE_DATA(49,159,238,243,124,14,222,241,229,160,109,26,73,141,79,122,97,51,216,250,85,146,188,136,146,119,91,191,10,176,245,69) -IMAGE_DATA(45,39,71,254,114,226,239,5,28,32,191,77,247,93,41,129,61,158,69,176,207,171,24,220,163,75,64,219,228,22,197,167) -IMAGE_DATA(22,52,247,176,68,123,184,10,202,6,178,7,175,150,81,241,238,191,82,74,113,123,61,158,19,125,6,23,111,62,135,185) -IMAGE_DATA(198,225,20,159,148,223,68,216,138,94,45,239,243,77,177,196,239,1,239,18,138,221,67,56,43,183,66,242,179,227,41,56) -IMAGE_DATA(133,20,192,92,163,27,132,143,135,132,220,70,176,185,86,65,141,179,36,106,121,233,49,156,9,200,7,45,195,16,248,148) -IMAGE_DATA(212,47,238,97,35,21,43,139,140,213,233,20,195,1,21,231,130,185,235,35,242,27,250,33,104,125,31,12,159,90,36,64) -IMAGE_DATA(76,118,3,241,223,195,167,22,39,15,168,200,155,57,231,192,177,43,217,132,15,36,241,223,230,70,222,175,39,124,153,196) -IMAGE_DATA(254,77,206,221,135,67,30,89,160,177,197,159,251,241,119,215,74,111,100,212,193,141,116,166,196,249,31,114,191,7,214,63) -IMAGE_DATA(103,194,236,111,60,234,39,45,52,59,255,209,10,251,104,77,195,144,134,121,102,177,100,78,70,83,243,74,219,52,2,230) -IMAGE_DATA(154,220,36,99,20,6,90,70,161,164,86,193,36,222,32,208,220,26,216,227,87,223,243,245,71,43,142,209,127,233,221,89) -IMAGE_DATA(210,213,90,36,43,193,46,241,71,101,197,30,87,7,216,45,251,241,131,237,206,131,253,76,16,199,75,184,107,10,241,82) -IMAGE_DATA(238,182,125,252,111,112,204,166,13,131,27,92,126,239,199,229,225,30,123,135,58,208,195,157,96,195,157,216,210,254,142,148) -IMAGE_DATA(242,134,236,103,235,127,96,1,250,221,176,34,244,141,202,127,0,77,114,30,145,0,0,0,0,0,0,0,0,0,0,0) -IMAGE_END_DATA(3968, 14) diff --git a/uppsrc/ScatterCtrl/ScatterCtrl.lay b/uppsrc/ScatterCtrl/ScatterCtrl.lay deleted file mode 100644 index c3a72da45..000000000 --- a/uppsrc/ScatterCtrl/ScatterCtrl.lay +++ /dev/null @@ -1,347 +0,0 @@ -LAYOUT(Properties, 548, 408) - ITEM(Upp::TabCtrl, tab, HSizePosZ(0, 0).VSizePosZ(0, 28)) - ITEM(Upp::Button, butOK, SetLabel(t_("OK")).Tip(t_("Close this dialog")).RightPosZ(4, 68).BottomPosZ(4, 20)) -END_LAYOUT - -LAYOUT(Measures, 608, 380) - ITEM(Upp::LabelBox, dv___0, HSizePosZ(80, 80).VSizePosZ(28, 56)) - ITEM(Upp::EditDoubleNotNull, yMax, LeftPosZ(12, 64).TopPosZ(36, 21)) - ITEM(Upp::EditDoubleNotNull, yMinUnit, LeftPosZ(12, 64).BottomPosZ(107, 21)) - ITEM(Upp::EditDoubleNotNull, xMin, LeftPosZ(80, 64).BottomPosZ(33, 21)) - ITEM(Upp::EditDoubleNotNull, xMax, RightPosZ(80, 64).BottomPosZ(33, 21)) - ITEM(Upp::EditDoubleNotNull, yMax2, RightPosZ(12, 64).TopPosZ(32, 21)) - ITEM(Upp::LabelBox, dv___6, HSizePosZ(4, 4).VSizePosZ(0, 4)) - ITEM(Upp::Label, dv___7, SetLabel(t_("X max")).RightPosZ(148, 64).BottomPosZ(31, 21)) - ITEM(Upp::Label, dv___8, SetLabel(t_("Y max 2")).RightPosZ(12, 64).TopPosZ(12, 21)) - ITEM(Upp::Label, dv___9, SetLabel(t_("Y max")).LeftPosZ(12, 64).TopPosZ(12, 21)) - ITEM(Upp::Label, dv___10, SetLabel(t_("Y min unit")).LeftPosZ(12, 64).BottomPosZ(127, 21)) - ITEM(Upp::EditDoubleNotNull, yMajorUnit, LeftPosZ(12, 64).BottomPosZ(155, 21)) - ITEM(Upp::Label, dv___12, SetLabel(t_("Y major unit")).LeftPosZ(12, 64).BottomPosZ(175, 21)) - ITEM(Upp::EditDoubleNotNull, xMinUnit, LeftPosZ(80, 64).BottomPosZ(9, 21)) - ITEM(Upp::Label, dv___14, SetLabel(t_("X min unit")).LeftPosZ(12, 64).BottomPosZ(7, 21)) - ITEM(Upp::Label, dv___15, SetLabel(t_("X min")).LeftPosZ(12, 64).BottomPosZ(31, 21)) - ITEM(Upp::Option, opReticleXNumbers, SetLabel(t_("Numbers")).LeftPosZ(216, 60).BottomPosZ(11, 21)) - ITEM(Upp::Option, opReticleX, SetLabel(t_("Reticle")).LeftPosZ(216, 60).BottomPosZ(31, 21)) - ITEM(Upp::Option, opAttachY, SetLabel(t_("Attach")).LeftPosZ(12, 64).TopPosZ(60, 21)) - ITEM(Upp::Option, opReticleY2Numbers, SetLabel(t_("Numbers")).RightPosZ(12, 64).BottomPosZ(108, 21)) - ITEM(Upp::Option, opReticleY2, SetLabel(t_("Reticle")).RightPosZ(12, 64).BottomPosZ(127, 21)) - ITEM(Upp::Option, opReticleYNumbers, SetLabel(t_("Numbers")).LeftPosZ(12, 64).BottomPosZ(201, 21)) - ITEM(Upp::Option, opReticleY, SetLabel(t_("Reticle")).LeftPosZ(12, 64).BottomPosZ(223, 21)) - ITEM(Upp::Option, opAttachX, SetLabel(t_("Attach")).LeftPosZ(152, 60).BottomPosZ(31, 21)) - ITEM(Upp::DropList, dashStyle, LeftPosZ(156, 132).TopPosZ(48, 21)) - ITEM(Upp::EditDoubleSpin, reticlethickness, Min(0).NotNull(true).LeftPosZ(372, 60).TopPosZ(48, 21)) - ITEM(Upp::ColorPusher, linecolor, LeftPosZ(268, 20).TopPosZ(72, 21)) - ITEM(Upp::LabelBox, dv___27, SetLabel(t_("Reticle")).LeftPosZ(300, 140).TopPosZ(32, 68)) - ITEM(Upp::LabelBox, dv___28, SetLabel(t_("Grid")).LeftPosZ(84, 212).TopPosZ(32, 68)) - ITEM(Upp::Label, dv___29, SetLabel(t_("Color:")).LeftPosZ(220, 44).TopPosZ(72, 21)) - ITEM(Upp::Label, dv___30, SetLabel(t_("Dash:")).LeftPosZ(92, 64).TopPosZ(48, 21)) - ITEM(Upp::Label, dv___31, SetLabel(t_("Thickness:")).LeftPosZ(308, 64).TopPosZ(48, 21)) - ITEM(Upp::EditDoubleSpin, linethickness, Min(0).NotNull(true).LeftPosZ(156, 60).TopPosZ(72, 21)) - ITEM(Upp::Label, dv___33, SetLabel(t_("Thickness:")).LeftPosZ(92, 64).TopPosZ(72, 21)) - ITEM(Upp::EditDoubleNotNull, xMajorUnit, LeftPosZ(280, 64).BottomPosZ(9, 21)) - ITEM(Upp::Label, dv___35, SetLabel(t_("X major unit")).LeftPosZ(280, 64).BottomPosZ(31, 21)) - ITEM(Upp::EditDoubleNotNull, yMin2, RightPosZ(12, 64).BottomPosZ(59, 21)) - ITEM(Upp::Label, dv___37, SetLabel(t_("Y min 2")).RightPosZ(12, 64).BottomPosZ(79, 21)) - ITEM(Upp::EditDoubleNotNull, yMin, LeftPosZ(12, 64).BottomPosZ(59, 21)) - ITEM(Upp::Label, dv___39, SetLabel(t_("Y min")).LeftPosZ(12, 64).BottomPosZ(79, 21)) -END_LAYOUT - -LAYOUT(Texts, 504, 284) - ITEM(Upp::EditIntSpin, topMargin, RightPosZ(88, 40).TopPosZ(16, 19)) - ITEM(Upp::EditString, yLabel, LeftPosZ(12, 64).TopPosZ(72, 20)) - ITEM(Upp::EditIntSpin, leftMargin, LeftPosZ(12, 40).BottomPosZ(45, 19)) - ITEM(Upp::EditString, yLabel2, RightPosZ(16, 68).TopPosZ(72, 19)) - ITEM(Upp::EditIntSpin, rightMargin, RightPosZ(44, 40).BottomPosZ(45, 19)) - ITEM(Upp::EditString, xLabel, HSizePosZ(80, 268).BottomPosZ(13, 19)) - ITEM(Upp::EditIntSpin, bottomMargin, RightPosZ(88, 40).BottomPosZ(13, 19)) - ITEM(Upp::Label, dv___7, SetLabel(t_("Label Y2:")).RightPosZ(16, 68).TopPosZ(48, 21)) - ITEM(Upp::Label, dv___8, SetLabel(t_("Title:")).LeftPosZ(12, 64).TopPosZ(16, 21)) - ITEM(Upp::EditString, title, HSizePosZ(80, 252).TopPosZ(16, 19)) - ITEM(Upp::Label, dv___10, SetLabel(t_("Label X:")).LeftPosZ(12, 64).BottomPosZ(11, 21)) - ITEM(Upp::Label, dv___11, SetLabel(t_("Top margin:")).RightPosZ(128, 72).TopPosZ(16, 21)) - ITEM(Upp::Label, dv___12, SetLabel(t_("Label Y:")).LeftPosZ(12, 64).TopPosZ(48, 21)) - ITEM(Upp::ColorPusher, colorLabel, RightPosZ(220, 20).BottomPosZ(12, 20)) - ITEM(Upp::ColorPusher, backcolor, HSizePosZ(80, 88).VSizePosZ(40, 36)) - ITEM(Upp::LabelBox, dv___15, HSizePosZ(4, 8).VSizePosZ(0, 4)) - ITEM(Upp::Label, labBack, SetLabel(t_("Click to set background color")).LeftPosZ(88, 152).TopPosZ(68, 21)) - ITEM(Upp::Label, dv___17, SetLabel(t_("Right margin:")).RightPosZ(12, 72).BottomPosZ(67, 21)) - ITEM(Upp::Label, dv___18, SetLabel(t_("Bottom margin:")).RightPosZ(128, 88).BottomPosZ(11, 21)) - ITEM(Upp::Button, butFontLabel, RightPosZ(244, 20).BottomPosZ(12, 20)) - ITEM(Upp::ColorPusher, colorTitle, RightPosZ(204, 20).TopPosZ(16, 20)) - ITEM(Upp::Button, butFontTitle, RightPosZ(228, 20).TopPosZ(16, 20)) - ITEM(Upp::Label, dv___22, SetLabel(t_("Left margin:")).LeftPosZ(12, 64).BottomPosZ(67, 21)) - ITEM(Upp::Label, dv___23, SetLabel(t_("Click to set background color")).LeftPosZ(88, 152).TopPosZ(48, 21)) -END_LAYOUT - -LAYOUT(Legend, 340, 188) - ITEM(Upp::Option, showLegend, SetLabel(t_("Show Legend")).LeftPosZ(8, 100).TopPosZ(8, 16)) - ITEM(Upp::Switch, legendPosition, SetLabel(t_("Top\nTable")).LeftPosZ(128, 64).TopPosZ(20, 32)) - ITEM(Upp::ColorPusher, fillColor, LeftPosZ(92, 76).TopPosZ(68, 19)) - ITEM(Upp::EditIntSpin, numCols, Min(1).NotNull(true).LeftPosZ(284, 44).TopPosZ(68, 19)) - ITEM(Upp::ColorPusher, borderColor, LeftPosZ(92, 76).TopPosZ(92, 19)) - ITEM(Upp::EditIntSpin, rowSpacing, Min(0).NotNull(true).LeftPosZ(284, 44).TopPosZ(92, 19)) - ITEM(Upp::LabelBox, rectangle, SetLabel(t_("Position")).LeftPosZ(120, 80).TopPosZ(4, 48)) - ITEM(Upp::Option, legendAnchorLT, SetLabel(t_("Left-Top")).LeftPosZ(20, 92).TopPosZ(132, 16)) - ITEM(Upp::Option, legendAnchorRT, SetLabel(t_("Right-Top")).LeftPosZ(116, 92).TopPosZ(132, 16)) - ITEM(Upp::Option, legendAnchorLB, SetLabel(t_("Left-Bottom")).LeftPosZ(20, 92).TopPosZ(156, 16)) - ITEM(Upp::Option, legendAnchorRB, SetLabel(t_("Right-Bottom")).LeftPosZ(116, 92).TopPosZ(156, 16)) - ITEM(Upp::EditIntSpin, tableHoriz, NotNull(true).LeftPosZ(280, 44).TopPosZ(132, 19)) - ITEM(Upp::EditIntSpin, tableVert, Min(0).NotNull(true).LeftPosZ(280, 44).TopPosZ(156, 19)) - ITEM(Upp::Label, labelVert, SetLabel(t_("Vertical:")).LeftPosZ(232, 48).TopPosZ(156, 21)) - ITEM(Upp::Label, labelNumCols, SetLabel(t_("Column number:")).LeftPosZ(192, 92).TopPosZ(68, 21)) - ITEM(Upp::Label, labelRowSpacing, SetLabel(t_("Row spacing:")).LeftPosZ(192, 76).TopPosZ(92, 21)) - ITEM(Upp::Label, labelBorder, SetLabel(t_("Border color:")).LeftPosZ(12, 76).TopPosZ(92, 19)) - ITEM(Upp::Label, labelHoriz, SetLabel(t_("Horiz.:")).LeftPosZ(232, 48).TopPosZ(132, 21)) - ITEM(Upp::Label, labelFill, SetLabel(t_("Fill color:")).LeftPosZ(12, 64).TopPosZ(68, 19)) - ITEM(Upp::LabelBox, labelDistance, SetLabel(t_("Distance to corner")).LeftPosZ(224, 104).TopPosZ(116, 64)) - ITEM(Upp::LabelBox, labelAnchorCorner, SetLabel(t_("Anchor corner")).LeftPosZ(12, 204).TopPosZ(116, 64)) - ITEM(Upp::LabelBox, table, SetLabel(t_("Table")).LeftPosZ(4, 332).TopPosZ(52, 132)) -END_LAYOUT - -LAYOUT(General, 340, 188) - ITEM(Upp::DropList, dropRotate, LeftPosZ(56, 88).TopPosZ(104, 19)) - ITEM(Upp::Label, dv___1, SetLabel(t_("Rotate:")).LeftPosZ(8, 48).TopPosZ(104, 19)) - ITEM(Upp::DropList, dropResolution, LeftPosZ(100, 148).TopPosZ(8, 19)) - ITEM(Upp::Label, dv___3, SetLabel(t_("Painting method:")).LeftPosZ(8, 92).TopPosZ(8, 19)) - ITEM(Upp::LabelBox, dv___4, SetLabel(t_("Save dimensions")).LeftPosZ(4, 124).TopPosZ(32, 64)) - ITEM(Upp::Label, dv___5, SetLabel(t_("Height:")).LeftPosZ(8, 60).TopPosZ(68, 16)) - ITEM(Upp::Label, dv___6, SetLabel(t_("Sensitivity:")).LeftPosZ(140, 64).TopPosZ(48, 19)) - ITEM(Upp::EditIntSpin, editHeight, Min(1).NotNull(true).LeftPosZ(68, 52).TopPosZ(68, 19)) - ITEM(Upp::EditIntSpin, editJpgQ, Min(1).Max(100).NotNull(true).LeftPosZ(204, 40).TopPosZ(80, 19)) - ITEM(Upp::EditIntSpin, editWidth, Min(1).NotNull(true).LeftPosZ(68, 52).TopPosZ(48, 19)) - ITEM(Upp::Label, dv___10, SetLabel(t_("Width:")).LeftPosZ(8, 60).TopPosZ(48, 19)) - ITEM(Upp::OptionBox, opResponsive, AutoBox(true).SetLabel(t_("Responsive")).LeftPosZ(136, 112).TopPosZ(32, 44)) - ITEM(Upp::Label, dv___12, SetLabel(t_("JPG quality:")).LeftPosZ(136, 64).TopPosZ(80, 19)) - ITEM(Upp::EditDouble, editSensitivity, Min(0).LeftPosZ(216, 24).TopPosZ(48, 19)) - ITEM(Upp::Button, butApplyToAll, SetLabel(t_("Apply to all plots")).RightPosZ(8, 96).BottomPosZ(8, 20)) -END_LAYOUT - -LAYOUT(SeriesLeft, 128, 228) - ITEM(Upp::ArrayCtrl, list, HSizePosZ(4, 4).VSizePosZ(4, 24)) - ITEM(Upp::Button, butDelete, SetLabel(t_("Remove")).LeftPosZ(56, 48).BottomPosZ(1, 19)) - ITEM(Upp::Button, butMoveDown, LeftPosZ(28, 24).BottomPosZ(1, 19)) - ITEM(Upp::Button, butMoveUp, LeftPosZ(0, 24).BottomPosZ(1, 19)) -END_LAYOUT - -LAYOUT(SeriesRight, 296, 256) - ITEM(Upp::EditString, name, HSizePosZ(44, 80).TopPosZ(4, 19)) - ITEM(Upp::Option, primary, SetLabel(t_("Primary")).RightPosZ(4, 68).TopPosZ(4, 16)) - ITEM(Upp::DropList, dashStyle, LeftPosZ(76, 132).TopPosZ(48, 19)) - ITEM(Upp::Option, visible, SetLabel(t_("Visible")).LeftPosZ(228, 56).TopPosZ(48, 16)) - ITEM(Upp::EditDoubleSpin, linethickness, Min(0).NotNull(true).LeftPosZ(76, 60).TopPosZ(72, 19)) - ITEM(Upp::ColorPusher, linecolor, LeftPosZ(188, 20).TopPosZ(72, 19)) - ITEM(Upp::ColorPusher, fillcolor, LeftPosZ(264, 20).TopPosZ(72, 19)) - ITEM(Upp::DropList, markstyle, LeftPosZ(52, 116).TopPosZ(124, 19)) - ITEM(Upp::DropList, marktype, LeftPosZ(208, 80).TopPosZ(124, 19)) - ITEM(Upp::EditDoubleSpin, markwidth, SetInc(0.5).Min(0).NotNull(true).LeftPosZ(52, 56).TopPosZ(148, 19)) - ITEM(Upp::ColorPusher, markcolor, LeftPosZ(164, 20).TopPosZ(148, 19)) - ITEM(Upp::EditString, unitsY, LeftPosZ(52, 64).TopPosZ(220, 19)) - ITEM(Upp::EditString, unitsX, LeftPosZ(164, 64).TopPosZ(220, 19)) - ITEM(Upp::LabelBox, dv___13, SetLabel(t_("Units")).HSizePosZ(4, 4).TopPosZ(204, 44)) - ITEM(Upp::LabelBox, dv___14, SetLabel(t_("Mark")).HSizePosZ(4, 4).TopPosZ(108, 68)) - ITEM(Upp::Label, dv___15, SetLabel(t_("Type:")).LeftPosZ(172, 36).TopPosZ(124, 19)) - ITEM(Upp::Label, dv___16, SetLabel(t_("Color:")).LeftPosZ(120, 40).TopPosZ(148, 19)) - ITEM(Upp::Label, dv___17, SetLabel(t_("Fill:")).LeftPosZ(216, 44).TopPosZ(72, 19)) - ITEM(Upp::Label, dv___18, SetLabel(t_("X axis:")).LeftPosZ(124, 40).TopPosZ(220, 19)) - ITEM(Upp::Label, dv___19, SetLabel(t_("Y axis:")).LeftPosZ(12, 40).TopPosZ(220, 19)) - ITEM(Upp::LabelBox, dv___20, SetLabel(t_("Line:")).HSizePosZ(4, 4).TopPosZ(32, 68)) - ITEM(Upp::Label, dv___21, SetLabel(t_("Color:")).LeftPosZ(140, 44).TopPosZ(72, 19)) - ITEM(Upp::Label, dv___22, SetLabel(t_("Dash:")).LeftPosZ(12, 64).TopPosZ(48, 19)) - ITEM(Upp::Label, dv___23, SetLabel(t_("Thickness:")).LeftPosZ(12, 64).TopPosZ(72, 19)) - ITEM(Upp::Label, dv___24, SetLabel(t_("Name:")).LeftPosZ(4, 40).TopPosZ(4, 21)) - ITEM(Upp::Label, dv___25, SetLabel(t_("Width:")).LeftPosZ(12, 40).TopPosZ(148, 19)) - ITEM(Upp::Label, dv___26, SetLabel(t_("Style:")).LeftPosZ(12, 40).TopPosZ(124, 19)) - ITEM(Upp::Option, showLegend, SetLabel(t_("Show legend")).LeftPosZ(4, 96).TopPosZ(184, 16)) -END_LAYOUT - -LAYOUT(DataSeries, 400, 200) - ITEM(Upp::ArrayCtrl, data, HSizePosZ(0, 0).VSizePosZ(0, 0)) - ITEM(Upp::EditInt, scatterIndex, LeftPosZ(12, 64).TopPosZ(168, 19)) -END_LAYOUT - -LAYOUT(Data, 552, 312) - ITEM(Upp::TabCtrl, tab, HSizePosZ(0, 0).VSizePosZ(0, 28)) - ITEM(Upp::Button, butOK, SetLabel(t_("Close")).Tip(t_("Close this dialog")).RightPosZ(4, 68).BottomPosZ(4, 20)) -END_LAYOUT - -LAYOUT(ProcessingLeft, 128, 412) - ITEM(Upp::ArrayCtrl, list, HSizePosZ(4, 4).VSizePosZ(4, 4)) -END_LAYOUT - -LAYOUT(ProcessingRight, 504, 320) - ITEM(Upp::StaticRect, rect, HSizePosZ(0, 0).VSizePosZ(0, 28)) - ITEM(Upp::Button, butOK, SetLabel(t_("Close")).Tip(t_("Close this dialog")).RightPosZ(8, 68).BottomPosZ(4, 20)) -END_LAYOUT - -LAYOUT(ProcessingTab, 504, 320) - ITEM(Upp::TabCtrl, tab, HSizePosZ(0, 0).VSizePosZ(0, 0)) - ITEM(Upp::Label, name, SetFrame(ThinInsetFrame()).RightPosZ(0, 232).TopPosZ(0, 19)) -END_LAYOUT - -LAYOUT(ProcessingTabFitLeft, 356, 324) - ITEM(Upp::ScatterCtrl, scatter, SetPlotAreaLeftMargin(60).SetPlotAreaBottomMargin(50).ShowContextMenu(true).ShowPropertiesDlg(true).ShowProcessDlg(true).ShowButtons(true).HSizePosZ(0, 1).VSizePosZ(0, 20)) - ITEM(Upp::Label, comments, HSizePosZ(0, 4).BottomPosZ(1, 19)) -END_LAYOUT - -LAYOUT(ProcessingTabFitRight, 324, 560) - ITEM(Upp::Option, opSeries, SetLabel(t_("Series")).LeftPosZ(4, 84).TopPosZ(3, 19)) - ITEM(Upp::Option, opAverage, SetLabel(t_("Average")).LeftPosZ(4, 64).TopPosZ(23, 19)) - ITEM(Upp::Option, opLinear, SetLabel(t_("Linear")).LeftPosZ(4, 64).TopPosZ(43, 19)) - ITEM(Upp::Option, opCuadratic, SetLabel(t_("Cuadratic")).LeftPosZ(4, 64).TopPosZ(63, 19)) - ITEM(Upp::Option, opCubic, SetLabel(t_("Cubic")).LeftPosZ(4, 64).TopPosZ(83, 19)) - ITEM(Upp::Option, opSinus, SetLabel(t_("Sinusoidal")).LeftPosZ(4, 64).TopPosZ(103, 19)) - ITEM(Upp::Option, opSinusTend, SetLabel(t_("Sin. tend.")).LeftPosZ(4, 64).TopPosZ(123, 19)) - ITEM(Upp::Option, opFFT, SetLabel(t_("Filter FFT")).LeftPosZ(4, 68).TopPosZ(204, 19)) - ITEM(Upp::Option, opSG, SetLabel(t_("Filter S–G")).LeftPosZ(4, 60).TopPosZ(184, 19)) - ITEM(Upp::Option, opSpline, SetLabel(t_("Spline")).LeftPosZ(4, 128).TopPosZ(143, 19)) - ITEM(Upp::EditIntSpin, numDecimals, Min(0).Max(20).LeftPosZ(84, 36).TopPosZ(232, 19)) - ITEM(Upp::Option, showEquation, SetLabel(t_("Show Eq.")).LeftPosZ(128, 72).TopPosZ(232, 19)) - ITEM(Upp::Option, opMax, SetLabel(t_("Max curve")).LeftPosZ(4, 128).TopPosZ(256, 19)) - ITEM(Upp::Option, opMin, SetLabel(t_("Min curve")).LeftPosZ(4, 128).TopPosZ(276, 19)) - ITEM(Upp::Option, opMovAvg, SetLabel(t_("Moving Average")).LeftPosZ(4, 128).TopPosZ(296, 19)) - ITEM(Upp::Option, opCumAvg, SetLabel(t_("Cumulative Average")).LeftPosZ(4, 128).TopPosZ(337, 19)) - ITEM(Upp::Option, opSecAvg, SetLabel(t_("Sector Average")).LeftPosZ(4, 128).TopPosZ(316, 19)) - ITEM(Upp::Button, butAutoSensSector, SetLabel(t_("Autosens")).LeftPosZ(136, 64).TopPosZ(316, 15)) - ITEM(EditDoubleLostFocusSpin, width, LeftPosZ(136, 60).TopPosZ(280, 19)) - ITEM(Upp::Label, dv___19, SetLabel(t_("Max imp.:")).LeftPosZ(4, 60).TopPosZ(401, 19)) - ITEM(Upp::Label, dv___20, SetLabel(t_("R2 coeff.")).RightPosZ(0, 48).TopPosZ(4, 19)) - ITEM(Upp::Label, dv___21, SetLabel(t_("Num decimals:")).LeftPosZ(4, 80).TopPosZ(232, 19)) - ITEM(Upp::Label, labNumMin, SetLabel(t_("Num. min:")).LeftPosZ(208, 60).TopPosZ(276, 19)) - ITEM(Upp::Label, dv___23, SetLabel(t_("Max:")).LeftPosZ(4, 60).TopPosZ(377, 19)) - ITEM(Upp::Label, labMPM, SetLabel(t_("MPM:")).LeftPosZ(4, 56).TopPosZ(520, 19)) - ITEM(Upp::EditString, eMaxImp, SetEditable(false).HSizePosZ(64, 4).TopPosZ(401, 19)) - ITEM(Upp::EditDouble, eMPM, SetEditable(false).Tip(t_("Most probable maximum value")).HSizePosZ(64, 4).TopPosZ(520, 19)) - ITEM(Upp::EditString, eqSinusTend, SetEditable(false).HSizePosZ(68, 52).TopPosZ(123, 19)) - ITEM(Upp::EditDouble, r2Linear, SetEditable(false).RightPosZ(4, 44).TopPosZ(43, 19)) - ITEM(Upp::EditDouble, r2Cuadratic, SetEditable(false).RightPosZ(4, 44).TopPosZ(63, 19)) - ITEM(Upp::EditDouble, r2SinusTend, SetEditable(false).RightPosZ(4, 44).TopPosZ(123, 19)) - ITEM(Upp::EditString, eqSinus, SetEditable(false).HSizePosZ(68, 52).TopPosZ(103, 19)) - ITEM(Upp::EditDouble, r2Sinus, SetEditable(false).RightPosZ(4, 44).TopPosZ(103, 19)) - ITEM(Upp::EditString, eqCubic, SetEditable(false).HSizePosZ(68, 52).TopPosZ(83, 19)) - ITEM(Upp::EditDouble, r2Cubic, SetEditable(false).RightPosZ(4, 44).TopPosZ(83, 19)) - ITEM(Upp::EditString, eMax, SetEditable(false).HSizePosZ(64, 4).TopPosZ(377, 19)) - ITEM(Upp::Label, dv___36, SetLabel(t_("Average:")).LeftPosZ(4, 60).TopPosZ(449, 19)) - ITEM(Upp::EditDouble, eAverage, SetEditable(false).HSizePosZ(64, 4).TopPosZ(449, 19)) - ITEM(Upp::EditString, eqLinear, SetEditable(false).HSizePosZ(68, 52).TopPosZ(43, 19)) - ITEM(Upp::EditString, eqCuadratic, SetEditable(false).HSizePosZ(68, 52).TopPosZ(63, 19)) - ITEM(Upp::EditString, eqAverage, SetEditable(false).HSizePosZ(68, 52).TopPosZ(23, 19)) - ITEM(Upp::Label, dv___41, SetLabel(t_("Sensitivity")).LeftPosZ(136, 60).TopPosZ(264, 19)) - ITEM(Upp::LabelBox, dv___42, SetLabel(t_("Statistical data")).HSizePosZ(0, 4).TopPosZ(353, 24)) - ITEM(Upp::Label, dv___43, SetLabel(t_("RMS:")).LeftPosZ(4, 56).TopPosZ(473, 19)) - ITEM(Upp::EditDouble, eRMS, SetEditable(false).HSizePosZ(64, 4).TopPosZ(473, 19)) - ITEM(Upp::Label, dv___45, SetLabel(t_("Min:")).LeftPosZ(4, 60).TopPosZ(425, 19)) - ITEM(Upp::EditString, eMin, SetEditable(false).HSizePosZ(64, 4).TopPosZ(425, 19)) - ITEM(Upp::EditIntSpin, sgDeg, Min(2).Max(5).LeftPosZ(264, 36).TopPosZ(184, 19)) - ITEM(Upp::EditIntSpin, sgOrder, Min(0).LeftPosZ(104, 28).TopPosZ(184, 19)) - ITEM(Upp::Label, dv___49, SetLabel(t_("To T:")).LeftPosZ(156, 36).TopPosZ(204, 19)) - ITEM(Upp::Label, dv___50, SetLabel(t_("Order:")).LeftPosZ(68, 36).TopPosZ(184, 19)) - ITEM(Upp::Label, dv___51, SetLabel(t_("Deg:")).LeftPosZ(236, 28).TopPosZ(184, 19)) - ITEM(Upp::Option, opDerivative, SetLabel(t_("Derivative")).LeftPosZ(4, 64).TopPosZ(164, 19)) - ITEM(Upp::EditIntSpin, derOrder, Min(1).Max(2).LeftPosZ(104, 28).TopPosZ(164, 19)) - ITEM(Upp::Label, dv___54, SetLabel(t_("Order:")).LeftPosZ(68, 36).TopPosZ(164, 19)) - ITEM(Upp::EditIntSpin, derAccuracy, Min(2).Max(8).LeftPosZ(192, 36).TopPosZ(164, 19)) - ITEM(Upp::Label, dv___56, SetLabel(t_("Accuracy:")).LeftPosZ(140, 48).TopPosZ(164, 19)) - ITEM(Upp::EditIntSpin, sgSize, Min(5).LeftPosZ(192, 36).TopPosZ(184, 19)) - ITEM(Upp::Label, dv___58, SetLabel(t_("W. Size:")).LeftPosZ(140, 48).TopPosZ(184, 19)) - ITEM(Upp::EditInt, numMin, SetEditable(false).LeftPosZ(268, 28).TopPosZ(276, 19)) - ITEM(Upp::Label, labNumMax, SetLabel(t_("Num. max:")).LeftPosZ(208, 60).TopPosZ(256, 19)) - ITEM(Upp::EditInt, numMax, SetEditable(false).LeftPosZ(268, 28).TopPosZ(256, 19)) - ITEM(Upp::Label, dv___62, SetLabel(t_("StdDev:")).LeftPosZ(4, 56).TopPosZ(497, 19)) - ITEM(Upp::EditDouble, eStdDev, SetEditable(false).HSizePosZ(64, 4).TopPosZ(497, 19)) - ITEM(Upp::EditDouble, toT, LeftPosZ(192, 36).TopPosZ(204, 19)) - ITEM(Upp::Label, dv___65, SetLabel(t_("From T:")).LeftPosZ(68, 36).TopPosZ(204, 19)) - ITEM(Upp::EditDouble, fromT, LeftPosZ(104, 36).TopPosZ(204, 19)) -END_LAYOUT - -LAYOUT(ProcessingTabOpLeft, 428, 328) - ITEM(Upp::ScatterCtrl, scatter, SetPlotAreaLeftMargin(60).SetPlotAreaBottomMargin(50).ShowContextMenu(true).ShowPropertiesDlg(true).ShowProcessDlg(true).ShowButtons(true).HSizePosZ(0, 0).VSizePosZ(0, 0)) -END_LAYOUT - -LAYOUT(ProcessingTabOpRight, 112, 76) - ITEM(EditDoubleLostFocus, xLow, HSizePosZ(36, 8).TopPosZ(20, 19)) - ITEM(EditDoubleLostFocus, xHigh, HSizePosZ(36, 8).TopPosZ(44, 19)) - ITEM(Upp::Label, dv___2, SetLabel(t_("x <")).LeftPosZ(12, 24).TopPosZ(44, 19)) - ITEM(Upp::LabelBox, dv___3, SetLabel(t_("Conditions")).HSizePosZ(4, 4).TopPosZ(4, 68)) - ITEM(Upp::Label, dv___4, SetLabel(t_("x >")).LeftPosZ(12, 24).TopPosZ(20, 19)) -END_LAYOUT - -LAYOUT(ProcessingTabFrequencyLeft, 428, 420) - ITEM(Upp::ScatterCtrl, scatter, SetPlotAreaLeftMargin(60).SetPlotAreaBottomMargin(40).ShowContextMenu(true).ShowPropertiesDlg(true).ShowProcessDlg(true).ShowButtons(true).HSizePosZ(0, 0).VSizePosZ(0, 20)) - ITEM(Upp::Label, comments, HSizePosZ(0, 4).BottomPosZ(1, 19)) -END_LAYOUT - -LAYOUT(ProcessingTabFrequencyRight, 128, 424) - ITEM(Upp::Label, dv___0, SetLabel(t_("sec")).LeftPosZ(96, 28).TopPosZ(24, 19)) - ITEM(Upp::EditDouble, samplingTime, LeftPosZ(8, 84).TopPosZ(24, 19)) - ITEM(Upp::Button, butFFT, SetLabel(t_("FFT")).LeftPosZ(8, 116).TopPosZ(52, 20)) - ITEM(Upp::Label, dv___3, SetLabel(t_("Sampling time:")).LeftPosZ(8, 88).TopPosZ(4, 19)) - ITEM(Upp::Switch, opXAxis, SetLabel(t_("Time\nFrequency")).LeftPosZ(12, 84).TopPosZ(96, 32)) - ITEM(Upp::LabelBox, dv___5, SetLabel(t_("Subdivision")).LeftPosZ(4, 120).TopPosZ(236, 56)) - ITEM(Upp::LabelBox, labSpectral, SetLabel(t_("Spectral moments")).LeftPosZ(4, 120).TopPosZ(320, 100)) - ITEM(Upp::Switch, type, SetLabel(t_("FFT\nPhase\nPSD")).LeftPosZ(12, 72).TopPosZ(140, 52)) - ITEM(Upp::EditDoubleSpin, overlapping, Min(0).Max(1).LeftPosZ(80, 40).TopPosZ(268, 19)) - ITEM(Upp::Label, dv___9, SetLabel(t_("Overlapping:")).LeftPosZ(8, 76).TopPosZ(268, 19)) - ITEM(Upp::EditIntSpin, num, Min(1).LeftPosZ(80, 40).TopPosZ(248, 19)) - ITEM(Upp::Label, dv___11, SetLabel(t_("Number:")).LeftPosZ(8, 76).TopPosZ(248, 19)) - ITEM(Upp::Label, dv___12, SetLabel(t_("Window")).LeftPosZ(8, 116).TopPosZ(192, 19)) - ITEM(Upp::DropList, window, LeftPosZ(8, 116).TopPosZ(212, 19)) - ITEM(Upp::Label, dv___14, SetLabel(t_("m0:")).LeftPosZ(8, 28).TopPosZ(356, 19)) - ITEM(Upp::EditString, m0, SetEditable(false).LeftPosZ(36, 84).TopPosZ(356, 19)) - ITEM(Upp::Label, dv___16, SetLabel(t_("m1:")).LeftPosZ(8, 28).TopPosZ(376, 19)) - ITEM(Upp::EditString, m1, SetEditable(false).LeftPosZ(36, 84).TopPosZ(376, 19)) - ITEM(Upp::Label, dv___18, SetLabel(t_("Max:")).LeftPosZ(4, 28).TopPosZ(296, 19)) - ITEM(Upp::EditString, eMax, SetEditable(false).LeftPosZ(32, 92).TopPosZ(296, 19)) - ITEM(Upp::Label, dv___20, SetLabel(t_("m2:")).LeftPosZ(8, 28).TopPosZ(396, 19)) - ITEM(Upp::EditString, m2, SetEditable(false).LeftPosZ(36, 84).TopPosZ(396, 19)) - ITEM(Upp::Label, dv___22, SetLabel(t_("m-1:")).LeftPosZ(8, 28).TopPosZ(336, 19)) - ITEM(Upp::EditString, m_1, SetEditable(false).LeftPosZ(36, 84).TopPosZ(336, 19)) - ITEM(Upp::LabelBox, dv___24, SetLabel(t_("X Axis")).LeftPosZ(4, 120).TopPosZ(80, 52)) -END_LAYOUT - -LAYOUT(ProcessingTabBestFitLeft, 432, 428) - ITEM(Upp::ScatterCtrl, scatter, SetPlotAreaLeftMargin(60).SetPlotAreaBottomMargin(50).ShowContextMenu(true).ShowPropertiesDlg(true).ShowProcessDlg(true).ShowButtons(true).HSizePosZ(0, 0).VSizePosZ(0, 0)) -END_LAYOUT - -LAYOUT(ProcessingTabBestFitRight, 332, 428) - ITEM(Upp::Switch, coefficients, SetLabel(t_("Normal\nFull\nText")).HSizePosZ(12, 108).TopPosZ(24, 15)) - ITEM(Upp::EditDouble, minR2, RightPosZ(4, 44).TopPosZ(28, 19)) - ITEM(Upp::Button, butFit, SetLabel(t_("Fit")).RightPosZ(4, 88).TopPosZ(4, 20)) - ITEM(Upp::ArrayCtrl, gridTrend, HSizePosZ(4, 4).VSizePosZ(56, 28)) - ITEM(Upp::Label, dv___4, SetLabel(t_("Min R2:")).RightPosZ(48, 44).TopPosZ(28, 21)) - ITEM(Upp::LabelBox, dv___5, SetLabel(t_("Coefficients")).HSizePosZ(4, 100).TopPosZ(4, 44)) - ITEM(Upp::EditString, userFormula, HSizePosZ(92, 4).BottomPosZ(5, 19)) - ITEM(Upp::Label, dv___7, SetLabel(t_("User equation:")).LeftPosZ(4, 88).BottomPosZ(5, 19)) -END_LAYOUT - -LAYOUT(ProcessingTabHistogramLeft, 428, 420) - ITEM(Upp::ScatterCtrl, scatter, SetPlotAreaLeftMargin(60).SetPlotAreaBottomMargin(40).ShowContextMenu(true).ShowPropertiesDlg(true).ShowProcessDlg(true).ShowButtons(true).HSizePosZ(0, 0).VSizePosZ(0, 20)) - ITEM(Upp::Label, comments, HSizePosZ(0, 4).BottomPosZ(1, 19)) -END_LAYOUT - -LAYOUT(ProcessingTabHistogramRight, 124, 424) - ITEM(Upp::Label, dv___0, SetLabel(t_("Max:")).HSizePosZ(4, 68).TopPosZ(96, 19)) - ITEM(Upp::EditDouble, maxVal, HSizePosZ(56, 4).TopPosZ(96, 19)) - ITEM(Upp::Label, dv___2, SetLabel(t_("Min:")).HSizePosZ(4, 68).TopPosZ(72, 19)) - ITEM(Upp::EditDouble, minVal, HSizePosZ(56, 4).TopPosZ(72, 19)) - ITEM(Upp::Label, dv___4, SetLabel(t_("Number: ")).HSizePosZ(4, 68).TopPosZ(48, 19)) - ITEM(Upp::EditInt, numVals, Min(1).HSizePosZ(56, 4).TopPosZ(48, 19)) - ITEM(Upp::Label, dv___6, SetLabel(t_("Axis")).HSizePosZ(4, 4).TopPosZ(4, 19)) - ITEM(Upp::DropList, axis, HSizePosZ(4, 4).TopPosZ(24, 19)) - ITEM(Upp::Button, butHist, SetLabel(t_("Histogram")).HSizePosZ(4, 4).TopPosZ(224, 20)) - ITEM(Upp::Label, labNormalize, SetLabel(t_("Val:")).LeftPosZ(12, 36).TopPosZ(164, 19)) - ITEM(Upp::EditDouble, valNormalize, Min(0).HSizePosZ(56, 12).TopPosZ(164, 19)) - ITEM(Upp::LabelBox, dv___11, SetLabel(t_(" ")).HSizePosZ(4, 4).TopPosZ(144, 48)) - ITEM(Upp::Option, opStaggered, SetLabel(t_("Staggered")).LeftPosZ(4, 88).TopPosZ(200, 16)) - ITEM(Upp::Option, opAccumulative, SetLabel(t_("Accumulative")).LeftPosZ(4, 88).TopPosZ(120, 16)) - ITEM(Upp::Option, opNormalize, SetLabel(t_("Normalize")).LeftPosZ(12, 72).TopPosZ(144, 16)) -END_LAYOUT - -LAYOUT(FontSelector, 208, 76) - ITEM(Upp::DropList, face, LeftPosZ(4, 140).TopPosZ(4, 19)) - ITEM(Upp::DropList, height, LeftPosZ(148, 54).TopPosZ(4, 19)) - ITEM(Upp::Option, bold, SetLabel(t_("Bold")).LeftPosZ(4, 44).TopPosZ(28, 18)) - ITEM(Upp::Option, italic, SetLabel(t_("Italic")).LeftPosZ(52, 44).TopPosZ(28, 18)) - ITEM(Upp::Option, naa, SetLabel(t_("NonAntiAliased")).LeftPosZ(102, 100).TopPosZ(28, 18)) - ITEM(Upp::Button, exit, SetLabel(t_("Close")).LeftPosZ(144, 56).TopPosZ(52, 20)) -END_LAYOUT - diff --git a/uppsrc/ScatterCtrl/ScatterCtrl.t b/uppsrc/ScatterCtrl/ScatterCtrl.t deleted file mode 100644 index 787ca4761..000000000 --- a/uppsrc/ScatterCtrl/ScatterCtrl.t +++ /dev/null @@ -1,1759 +0,0 @@ -#ifdef _MSC_VER -#pragma setlocale("C") -#endif -// ScatterCtrl.cpp - -T_("%s data file") -caES("") -esES("Fichero de datos %s") -euES("") -frFR("") -huHU("%s adatf\303\241jl") - -T_("Scatter plot data") -caES("") -esES("Datos del gr\303\241fico") -euES("") -frFR("") -huHU("Sz\303\263r\303\241sdiagram adat") - -T_("Loading plot data from file") -caES("") -esES("Leyendo gr\303\241fico del fichero") -euES("") -frFR("") -huHU("Diagram bet\303\266lt\303\251se f\303\241jlb\303\263l") - -T_("Plot has not been loaded") -caES("") -esES("Gr\303\241fico no ha sido leido") -euES("") -frFR("") -huHU("Diagram nincs bet\303\266ltve") - -T_("File format \"%s\" not found") -caES("Format \"%s\" no trobat") -esES("Formato \"%s\" no encontrado") -euES("Formatua \"%s\" ez da aurkitu") -frFR("Format de fichier \"%s\" est introuvable") -huHU("\"%s\" f\303\241jlform\303\241tum nem tal\303\241lhat\303\263") - -T_("Saving plot data to file") -caES("") -esES("Salvando gr\303\241fico a fichero") -euES("") -frFR("") -huHU("Diagram f\303\241jlba ment\303\251se") - -T_("Plot has not been saved") -caES("El gr\303\240fic no s'ha desat") -esES("El gr\303\241fico no ha sido guardado") -euES("Lurzatia ez da gorde") -frFR("Plot n'a pas \303\251t\303\251 enregistr\303\251") -huHU("Diagram nem mentett") - -T_("\316\224") -caES("") -esES("\342\210\206") -euES("") -frFR("") -huHU("\316\224") - -T_("Fit to data") -caES("Ajust a les dades") -esES("Ajustar a los datos") -euES("Datuak egokitzen") -frFR("Ajust\303\251 aux donn\303\251es") -huHU("Adatilleszt\303\251s") - -T_("Zoom to fit visible all data") -caES("") -esES("Zoom para ver todos los datos") -euES("") -frFR("") -huHU("Nagy\303\255t\303\241s, hogy minden adat l\303\241that\303\263 legyen") - -T_("Zoom +") -caES("") -esES("") -euES("") -frFR("") -huHU("Zoom +") - -T_("Zoom in (closer)") -caES("") -esES("Zoom para acercar") -euES("") -frFR("") -huHU("Nagy\303\255t\303\241s (k\303\266zel\303\255t)") - -T_("Zoom -") -caES("") -esES("") -euES("") -frFR("") -huHU("Zoom -") - -T_("Zoom out (away)") -caES("") -esES("Zoom para alejar") -euES("") -frFR("") -huHU("Kicsiny\303\255t\303\251s (t\303\241vol\303\255t)") - -T_("Attach X axis") -caES("") -esES("Fijar eje X") -euES("") -frFR("") -huHU("X tengely csatol\303\241sa") - -T_("Fix X axis so no zoom or scroll is possible") -caES("") -esES("Fijar eje X evitando scroll y zoom") -euES("") -frFR("") -huHU("R\303\266gz\303\255tse az X tengelyt, \303\255gy a nagy\303\255t\303\241s vagy g\303\266rget\303\251s nem lehets\303\251ges") - -T_("Scroll Left") -caES("Moure a l'esquerra") -esES("Mover a la izquierda") -euES("Korritu Ezker") -frFR("Faites d\303\251filer \303\240 gauche") -huHU("Balra g\303\266rget\303\251s") - -T_("Scrolls plot to the left") -caES("") -esES("Mueve el gr\303\241fico a la izquierda") -euES("") -frFR("") -huHU("Diagram balra g\303\266rget\303\251se") - -T_("Scroll Right") -caES("More a la dreta") -esES("Mover a la derecha") -euES("Korritu eskubidea") -frFR("Faites d\303\251filer \303\240 droite") -huHU("Jobbra g\303\266rget\303\251s") - -T_("Scrolls plot to the right") -caES("") -esES("Mueve el gr\303\241fico a la derecha") -euES("") -frFR("") -huHU("Diagram jobbra g\303\266rget\303\251se") - -T_("Attach Y axis") -caES("") -esES("Fijar eje Y") -euES("") -frFR("") -huHU("Y tengely csatol\303\241sa") - -T_("Fix Y axis so no zoom or scroll is possible") -caES("") -esES("Fijar eje Y evitando scroll y zoom") -euES("") -frFR("") -huHU("R\303\266gz\303\255tse az Y tengelyt, \303\255gy a nagy\303\255t\303\241s vagy g\303\266rget\303\251s nem lehets\303\251ges") - -T_("Scroll Up") -caES("Moure amunt") -esES("Mover arriba") -euES("Korritu gora") -frFR("D\303\251filement vers le haut") -huHU("Felfel\303\251 g\303\266rget\303\251s") - -T_("Scrolls plot up") -caES("") -esES("Mueve el gr\303\241fico hacia arriba") -euES("") -frFR("") -huHU("Diagram g\303\266rget\303\251se a tetej\303\251re") - -T_("Scroll Down") -caES("Moure baix") -esES("Mover abajo") -euES("Korritu behera") -frFR("D\303\251filement vers le bas") -huHU("Lefel\303\251 g\303\266rget\303\251s") - -T_("Scrolls plot down") -caES("") -esES("Mueve el gr\303\241fico hacia abajo") -euES("") -frFR("") -huHU("Diagram g\303\266rget\303\251se az alj\303\241ra") - -T_("Properties") -caES("Propietats") -esES("Propiedades") -euES("Propietateak") -frFR("Propri\303\251t\303\251s") -huHU("Tulajdons\303\241gok") - -T_("Plot properties dialog") -caES("") -esES("Di\303\241logo de propiedades del gr\303\241fico") -euES("") -frFR("") -huHU("Diagram tulajdons\303\241gai dial\303\263gus") - -T_("View Data") -caES("") -esES("Ver datos") -euES("") -frFR("") -huHU("Adatok megtekint\303\251se") - -T_("Raw data table") -caES("") -esES("Tabla de datos base") -euES("") -frFR("") -huHU("Nyers adat t\303\241bl\303\241zat") - -T_("Data Analysis") -caES("") -esES("An\303\241lisis de datos") -euES("") -frFR("") -huHU("Adatelemz\303\251s") - -T_("Data processing dialog") -caES("") -esES("Di\303\241logo para procesado de datos") -euES("") -frFR("") -huHU("Adatfeldolgoz\303\241s dial\303\263gus") - -T_("Copy image") -caES("") -esES("Copiar imagen") -euES("") -frFR("") -huHU("K\303\251p m\303\241sol\303\241sa") - -T_("Copy image to clipboard") -caES("") -esES("Copiar imagen al portapapeles") -euES("") -frFR("") -huHU("K\303\251p m\303\241sol\303\241sa v\303\241g\303\263lapra") - -T_("Save image") -caES("") -esES("Guardar imagen") -euES("") -frFR("") -huHU("K\303\251p ment\303\251se") - -T_("Save image to file") -caES("") -esES("Guardar imagen en un fichero") -euES("") -frFR("") -huHU("K\303\251p ment\303\251se f\303\241jlba") - -T_("Load plot") -caES("") -esES("Leer gr\303\241fico") -euES("") -frFR("") -huHU("Diagram bet\303\266lt\303\251se") - -T_("Load plot from file") -caES("") -esES("Leer gr\303\241fico de fichero") -euES("") -frFR("") -huHU("Diagram bet\303\266lt\303\251se f\303\241jlb\303\263l") - -T_("Save plot") -caES("") -esES("Salvar gr\303\241fico") -euES("") -frFR("") -huHU("Diagram ment\303\251se") - -T_("Save plot to file") -caES("") -esES("Salvar gr\303\241fico a fichero") -euES("") -frFR("") -huHU("Diagram ment\303\251se f\303\241jlba") - -T_("%s bitmap file") -caES("") -esES("Fichero de mapa de bits %s") -euES("") -frFR("") -huHU("%s bitmap f\303\241jl") - -T_("%s vector file") -caES("") -esES("Fichero vectorial %s") -euES("") -frFR("") -huHU("%s vector f\303\241jl") - -T_("Scatter plot") -caES("") -esES("Gr\303\241fico") -euES("") -frFR("") -huHU("Sz\303\263r\303\241sdiagram") - -T_("Saving plot image to file") -caES("") -esES("Salvando imagen del gr\303\241fico a fichero") -euES("") -frFR("") -huHU("Diagram k\303\251pe ment\303\251se f\303\241jlba") - -T_("Show raw data table") -caES("") -esES("Mostrar tabla de datos") -euES("") -frFR("") -huHU("Nyers adat t\303\241bl\303\241zat mutat\303\241sa") - -// ScatterCtrl.h - -T_("x") -caES("") -esES("") -euES("") -frFR("") - -T_("y") -caES("") -esES("") -euES("") -frFR("") - -T_("y right") -caES("") -esES("y derecha") -euES("") -frFR("") -huHU("bal y") - -T_("z") -caES("") -esES("") -euES("") -frFR("") - - -// Properties.cpp - -T_("Dash \"%s\"") -caES("") -esES("Guiones \"%s\"") -euES("") -frFR("") -huHU("Gondolatjel \"%s\"") - -T_("X min has to be lower than X max") -caES("") -esES("X min tiene que ser menor que X max") -euES("") -frFR("") -huHU("X min \303\251rt\303\251k\303\251nek kisebbnek kell lennie mint X max-nak") - -T_("Y min has to be lower than Y max") -caES("") -esES("Y min tiene que ser menor que Y max") -euES("") -frFR("") -huHU("Y min \303\251rt\303\251k\303\251nek kisebbnek kell lennie mint Y max-nak") - -T_("Y min2 has to be lower than Y max2") -caES("") -esES("Y min2 tiene que ser menor que Y max2") -euES("") -frFR("") -huHU("Y min2 \303\251rt\303\251k\303\251nek kisebbnek kell lennie mint Y max2-nek") - -T_("Draw") -caES("") -esES("'Draw'") -euES("") -frFR("") -huHU("Rajzol") - -T_("Painter No Antialiased") -caES("") -esES("'Painter' sin antialias") -euES("") -frFR("") -huHU("\303\211lsim\303\255t\303\241s nincs bekapcsolva") - -T_("Painter Antialiased") -caES("") -esES("'Painter' con antialias") -euES("") -frFR("") -huHU("\303\211lsim\303\255t\303\241s bekapcsolva") - -T_("Painter Subpixel") -caES("") -esES("'Painter' con subpixel") -euES("") -frFR("") - -T_("0\302\272") -caES("") -esES("") -euES("") -frFR("") - -T_("90\302\272") -caES("") -esES("") -euES("") -frFR("") - -T_("180\302\272") -caES("") -esES("") -euES("") -frFR("") - -T_("270\302\272") -caES("") -esES("") -euES("") -frFR("") - -T_("No mark") -caES("Sense marca") -esES("Sin marca") -euES("Marka gabe") -frFR("Sans marque") - -T_("You are going to delete '%s' series.&Do you agree?") -caES("") -esES("Vas a borrar la serie '%s'.&\302\277Est\303\241s de acuerdo?") -euES("") -frFR("") -huHU("T\303\266rli a(z) '%s' r\303\251szt.&Egyet\303\251rt?") - - -// Processing.cpp - -T_("Scatter properties") -caES("Propietats de gr\303\240fic") -esES("Propiedades de gr\303\241fico") -euES("Grafikoa propietateak") -frFR("Propri\303\251t\303\251s des graphes") -huHU("Sz\303\263r\303\241s tulajdons\303\241gai") - -T_("Measures") -caES("Mesures") -esES("Medidas") -euES("Neurriak") -frFR("Mesures") -huHU("M\303\251retek") - -T_("Texts") -caES("Textos") -esES("Textos") -euES("Testuak") -frFR("Textes") -huHU("Sz\303\266vegek") - -T_("Legend") -caES("Llegenda") -esES("Leyenda") -euES("Kondaira") -frFR("L\303\251gende") -huHU("Felirat") - -T_("Series") -caES("S\303\250ries") -esES("Series") -euES("Series") -frFR("S\303\250ries") -huHU("Sorozatok") - -T_("General") -caES("") -esES("") -euES("") -frFR("") -huHU("\303\201ltal\303\241nos") - -T_("Name") -caES("Nom") -esES("Nombre") -euES("Izena") -frFR("Nom") - -T_("Id") -caES("") -esES("") -euES("") -frFR("") -huHU("Azonos\303\255t\303\263") - -T_("Processing") -caES("") -esES("Procesado") -euES("") -frFR("") -huHU("Feldolgoz\303\241s") - -T_("Frequency") -caES("") -esES("Frecuencia") -euES("") -frFR("") -huHU("Frekvencia") - -T_("Operations") -caES("") -esES("Operaciones") -euES("") -frFR("") -huHU("M\305\261veletek") - -T_("Best fit") -caES("") -esES("Mejor ajuste") -euES("") -frFR("") -huHU("Legjobban illeszked\305\221") - -T_("Histogram") -caES("") -esES("Histograma") -euES("") -frFR("") -huHU("Hisztogram") - -T_("Numerical derivative including derivative order and accuracy (related " - "to window size)") -caES("") -esES("") -euES("") -frFR("") - -T_("Implemented orders are 1 (first) and 2 (second derivative)") -caES("") -esES("Los ordenes incluidos son 1 (promera) and 2 (segunda derivada)") -euES("") -frFR("") - -T_("Implemented accuracies are 2, 4, 6 and 8") -caES("") -esES("Las precisiones implementadas son 2, 4, 6 y 8") -euES("") -frFR("") - -T_("Savitzky\342\200\223Golay filter including derivative order, window size " - "and polynomial degree") -caES("") -esES("Filtro Savitzky\342\200\223Golay incluyendo el orden de la derivada, tama\303\261o de la ventana y grado del polinomio") -euES("") -frFR("") - -T_("Implemented orders are 0 (just filter), 1 (first) and 2 (second derivative)") -caES("") -esES("Los ordenes implementados son 0 (solo filtro), 1 (primera) y 2 (segunda derivada)") -euES("") -frFR("") - -T_("Window size") -caES("") -esES("Tama\303\261o de ventana") -euES("") -frFR("") - -T_("Polynomial degree") -caES("") -esES("Grado del polinomio") -euES("") -frFR("") - -T_("FFT filter indicating period from which and to which to filter") -caES("") -esES("Filtro FFT indicando per\303\255odo desde y hasta el cual filtrar") -euES("") -frFR("") - -T_("Period from which to filter") -caES("") -esES("Per\303\255odo desde el cual filtrar") -euES("") -frFR("") - -T_("Period to which to filter") -caES("") -esES("Per\303\255odo hasta el cual filtrar") -euES("") -frFR("") - -T_("To show real equation coefficients with different precisions or just in " - "text") -caES("") -esES("Para mostrar los coeficientes de la ecuaci\303\263n real con diferentes " - "precisiones o solo en el texto") -euES("") -frFR("") - -T_("Min. R2 to plot the equation") -caES("") -esES("M\303\255n. R2 para mostrar ecuaci\303\263n") -euES("") -frFR("") - -T_("User suppled equation. Initial guess values separated with ';'") -caES("") -esES("Ecuaci\303\263n de usuario. Valores iniciales estimados separados con " - "';'") -euES("") -frFR("") - -T_("Type") -caES("") -esES("Tipo") -euES("") -frFR("") - -T_("Equation") -caES("") -esES("Ecuaci\303\263n") -euES("") -frFR("") - -T_("R2") -caES("") -esES("") -euES("") -frFR("") - -T_("It tries to fit the series with the supported equations") -caES("") -esES("Intenta ajustar la serie con las ecuaciones incluidas") -euES("") -frFR("") - -T_("X") -caES("") -esES("") -euES("") -frFR("") - -T_("Y") -caES("") -esES("") -euES("") -frFR("") - -T_("Select all") -caES("Seleccionar tot") -esES("Seleccionar todo") -euES("Hautatu guztiak") -frFR("S\303\251lectionner tout") - -T_("Select all rows") -caES("Seleccionar totes les files") -esES("Seleccionar todas las filas") -euES("Hautatu errenkada guztiak") -frFR("S\303\251lectionnez toutes les lignes") - -T_("Copy") -caES("Copiar") -esES("Copiar") -euES("Kopiatu") -frFR("Copier") - -T_("Copy selected rows") -caES("") -esES("Copiar files selecc.") -euES("") -frFR("") - -T_("Fitting...") -caES("") -esES("Ajustando...") -euES("") -frFR("") - -T_("Searching for the function that best fits") -caES("") -esES("Buscando la funci\303\263n que mejor se ajusta") -euES("") -frFR("") - -T_("'x >' has to be lower than 'x <'") -caES("") -esES("'x >' tiene que ser menor que 'x <'") -euES("") -frFR("") - -T_("Max") -caES("") -esES("M\303\241x") -euES("") -frFR("") - -T_("Min") -caES("") -esES("M\303\255n") -euES("") -frFR("") - -T_("MovAvg") -caES("") -esES("MedMov") -euES("") -frFR("") - -T_("SecAvg") -caES("") -esES("MedSeg") -euES("") -frFR("") - -T_("CumAvg") -caES("") -esES("AcumProm") -euES("") -frFR("") - -T_("Impossible to filter series") -caES("") -esES("") -euES("") -frFR("") - -T_("Impossible to calculate FFT from a not sampled series") -caES("") -esES("Imposible calcular FFT de una serie no muestreada") -euES("") -frFR("") - -T_("Insufficient data to calculate FFT") -caES("") -esES("Datos insufucientes para calcular FFT") -euES("") -frFR("") - -T_("Sampling time changes from %f to %f") -caES("") -esES("El tiempo de muestreo varia entre %f y %f") -euES("") -frFR("") - -T_("Processed") -caES("") -esES("Procesado") -euES("") -frFR("") - -T_("Impossible to calculate histogram from a not sampled series") -caES("") -esES("") -euES("") -frFR("") - -T_("Insufficient data to calculate histogram") -caES("") -esES("") -euES("") -frFR("") - -T_("Average") -caES("") -esES("Promedio") -euES("") -frFR("") - -T_("Linear") -caES("") -esES("Lineal") -euES("") -frFR("") - -T_("Cuadratic") -caES("") -esES("Cuadr\303\241tico") -euES("") -frFR("") - -T_("Cubic") -caES("") -esES("C\303\272bico") -euES("") -frFR("") - -T_("Sinusoidal") -caES("") -esES("") -euES("") -frFR("") - -T_("Sinusoidal tend") -caES("") -esES("Tend. sinusoidal") -euES("") -frFR("") - -T_("Spline") -caES("") -esES("") -euES("") -frFR("") - -T_("Der_%d") -caES("") -esES("") -euES("") -frFR("") - -T_("S_G_%d") -caES("") -esES("") -euES("") -frFR("") - -T_("FFT_filter") -caES("") -esES("Filtro FFT") -euES("") -frFR("") - -T_("Incorrect sampling time") -caES("") -esES("Tiempo de muestreo incorrecto") -euES("") -frFR("") - -T_("Error obtaining FFT") -caES("") -esES("Error obteniendo FFT") -euES("") -frFR("") - -T_("FFT") -caES("") -esES("") -euES("") -frFR("") - -T_("FFT-phase [rad]") -caES("") -esES("FFT-fase [rad]") -euES("") -frFR("") - -T_("Power Spectral Density") -caES("") -esES("Espectro de densidad energ\303\251tica") -euES("") -frFR("") - -T_("Frequency [Hz]") -caES("") -esES("Frecuencia [Hz]") -euES("") -frFR("") - -T_("Period [sec]") -caES("") -esES("Periodo [seg]") -euES("") -frFR("") - -T_("Min val %d has to be lower than Max val %f") -caES("") -esES("El valor minimo Min %d ha de ser menor que el m\303\241ximo Max %f") -euES("") -frFR("") - -T_("Number") -caES("") -esES("N\303\272mero") -euES("") -frFR("") - - -// Properties.h - -T_("Font") -caES("") -esES("Fuente") -euES("") -frFR("") - - -// Data.cpp - -T_("Scatter data") -caES("Dades del gr\303\240fic") -esES("Datos del gr\303\241fico") -euES("Datuak taula") -frFR("Tableau de donn\303\251es") - -T_("All") -caES("") -esES("Todo") -euES("") -frFR("") - -T_("%s file") -caES("Fitxer %s") -esES("Fichero %s") -euES("Fitxategia %s") -frFR("Fichier %s") - -T_("Comma separated values (.csv)") -caES("") -esES("Valores separados por coma (.csv)") -euES("") -frFR("") - -T_("Saving plot data") -caES("") -esES("Salvando los datos del gr\303\241fico") -euES("") -frFR("") - -T_("Plot data has not been saved") -caES("") -esES("Los datos del gr\303\241fico no han sido salvados") -euES("") -frFR("") - -T_("No row selected") -caES("") -esES("Ninguna fila seleccionada") -euES("") -frFR("") - -T_("Selected %d rows") -caES("") -esES("Seleccionadas %d filas") -euES("") -frFR("") - -T_("Copy selected rows to clipboard") -caES("") -esES("Copiar filas seleccionadas al portapapeles") -euES("") -frFR("") - -T_("Save to file") -caES("Guardar a fitxer") -esES("Guardar en fichero") -euES("Gorde fitxategira") -frFR("Enregistrer dans un fichier") - -T_("Save to .csv file") -caES("") -esES("Salvar a fichero .csv") -euES("") -frFR("") - - -// PieCtrl.cpp - -T_("Pie plot") -caES("") -esES("Gr\303\241fico de tarta") -euES("") -frFR("") - -T_("Saving plot to PNG or JPEG file") -caES("Guardant gr\303\240fic en fitxer PNG o JPEG") -esES("Guardando gr\303\241fico en fichero PNG o JPEG") -euES("Aurrezteko grafikoa PNG edo JPEG fitxategia") -frFR("Enregistrement plot visant \303\240 fichier PNG ou JPEG") - - -// ScatterCtrl.lay - -T_("OK") -caES("Continuar") -esES("Continuar") -euES("") -frFR("") - -T_("Close this dialog") -caES("Tancar aquesta finestra") -esES("Cerrar este di\303\241logo") -euES("Itxi elkarrizketa hau") -frFR("Fermez cette bo\303\256te de dialogue") - -T_("X max") -caES("") -esES("") -euES("") -frFR("") - -T_("Y max 2") -caES("") -esES("") -euES("") -frFR("") - -T_("Y max") -caES("") -esES("") -euES("") -frFR("") - -T_("Y min unit") -caES("") -esES("Y min unid") -euES("") -frFR("") - -T_("Y major unit") -caES("") -esES("Y may unid") -euES("") -frFR("") - -T_("X min unit") -caES("") -esES("X min unid") -euES("") -frFR("") - -T_("X min") -caES("") -esES("") -euES("") -frFR("") - -T_("Numbers") -caES("") -esES("") -euES("") -frFR("") - -T_("Reticle") -caES("") -esES("Ret\303\255cula") -euES("") -frFR("") - -T_("Attach") -caES("") -esES("Fijar") -euES("") -frFR("") - -T_("Grid") -caES("") -esES("") -euES("") -frFR("") - -T_("Color:") -caES("Color:") -esES("Color:") -euES("Kolorea") -frFR("Couleur") - -T_("Dash:") -caES("Gui\303\263:") -esES("Gui\303\263n:") -euES("Marraz:") -frFR("Tiret:") - -T_("Thickness:") -caES("Espessor:") -esES("Espesor") -euES("Lodiera:") -frFR("\303\211paisseur:") - -T_("X major unit") -caES("") -esES("X may unid") -euES("") -frFR("") - -T_("Y min 2") -caES("") -esES("") -euES("") -frFR("") - -T_("Y min") -caES("") -esES("") -euES("") -frFR("") - -T_("Label Y2:") -caES("Etiqueta Y2:") -esES("Etiqueta Y2:") -euES("Etiketa Y2:") -frFR("\303\211tiquette Y2:") - -T_("Title:") -caES("T\303\255tol:") -esES("T\303\255tulo:") -euES("Izenburua:") -frFR("Titre:") - -T_("Label X:") -caES("Etiqueta X:") -esES("Etiqueta X:") -euES("Etiketa X:") -frFR("\303\211tiquette X:") - -T_("Top margin:") -caES("") -esES("Margen superior:") -euES("") -frFR("") - -T_("Label Y:") -caES("Etiqueta Y:") -esES("Etiqueta Y:") -euES("Etiketa Y:") -frFR("\303\211tiquette Y:") - -T_("Click to set background color") -caES("") -esES("") -euES("") -frFR("") - -T_("Right margin:") -caES("") -esES("Margen derecho:") -euES("") -frFR("") - -T_("Bottom margin:") -caES("") -esES("Margen inferior:") -euES("") -frFR("") - -T_("Left margin:") -caES("") -esES("Margen izquierdo:") -euES("") -frFR("") - -T_("Show Legend") -caES("Mostra llegenda") -esES("Mostrar leyenda") -euES("Erakutsi legenda") -frFR("Afficher la l\303\251gende") - -T_("Top\nTable") -caES("Dalt\nTaula") -esES("Arriba\nTabla") -euES("Sortu\nTaula") -frFR("Haut\nTable") - -T_("Position") -caES("Posici\303\263") -esES("Posici\303\263n") -euES("Kokaleku") -frFR("Position") - -T_("Left-Top") -caES("Esq-Dalt") -esES("Izq-Arriba") -euES("Ezker-Sortu") -frFR("Gauche-Haut") - -T_("Right-Top") -caES("Dret-Dalt") -esES("Der-Arriba") -euES("Esku-Sortu") -frFR("Droit-Haut") - -T_("Left-Bottom") -caES("Esq-Fons") -esES("Izq-Abajo") -euES("Ezker-Behean") -frFR("Gauche-Bas") - -T_("Right-Bottom") -caES("Dret-Fons") -esES("Der-Abajo") -euES("Esku-Behean") -frFR("Droit-Bas") - -T_("Vertical:") -caES("Vertical:") -esES("Vertical:") -euES("Bertikal:") -frFR("Vertical:") - -T_("Column number:") -caES("Nombre de columna:") -esES("N\303\272mero de columnas:") -euES("Zutabe kopurua:") -frFR("Num\303\251ro de colonne:") - -T_("Row spacing:") -caES("Dist\303\240ncia entre l\303\255nies:") -esES("Distancia entre lineas:") -euES("Errenkada tartea:") -frFR("\303\211cartement des rangs:") - -T_("Border color:") -caES("Color de la vora:") -esES("Color del borde:") -euES("Ertzean kolorea:") -frFR("Couleur de la bordure") - -T_("Horiz.:") -caES("Horiz.:") -esES("Horiz.:") -euES("Horitz.:") -frFR("Horiz.:") - -T_("Fill color:") -caES("Color de farciment:") -esES("Color de relleno:") -euES("Kolore betegarri:") -frFR("Couleur de remplissage:") - -T_("Distance to corner") -caES("Dist\303\240ncia a la cantonada:") -esES("Distancia a la esquina:") -euES("Txoko distantzia:") -frFR("Distance \303\240 coin:") - -T_("Anchor corner") -caES("Cantonada d'ancoratge") -esES("Esquina de anclaje") -euES("Txoko aingura") -frFR("Ancrage de coin") - -T_("Table") -caES("Taula") -esES("Tabla") -euES("Taula") -frFR("Table") - -T_("Rotate:") -caES("") -esES("Rotar:") -euES("") -frFR("") - -T_("Painting method:") -caES("") -esES("Metodo pintado:") -euES("") -frFR("") - -T_("Save dimensions") -caES("") -esES("Guardar dimensiones") -euES("") -frFR("") - -T_("Height:") -caES("") -esES("Altura:") -euES("") -frFR("") - -T_("Sensitivity:") -caES("") -esES("Sensibilidad:") -euES("") -frFR("") - -T_("Width:") -caES("Ample:") -esES("Anchura:") -euES("Zabalera:") -frFR("Largeur:") - -T_("Responsive") -caES("") -esES("Respuesta") -euES("") -frFR("") - -T_("JPG quality:") -caES("") -esES("Calidad JPG:") -euES("") -frFR("") - -T_("Apply to all plots") -caES("") -esES("") -euES("") -frFR("") - -T_("Remove") -caES("") -esES("Borrar") -euES("") -frFR("") - -T_("Primary") -caES("Prim\303\240ria") -esES("Primaria") -euES("Lehen") -frFR("Primaire") - -T_("Visible") -caES("Visible") -esES("Visible") -euES("Ikusgai") -frFR("Visible") - -T_("Units") -caES("Unitats") -esES("Unidades") -euES("Unitateak") -frFR("Unit\303\251s") - -T_("Mark") -caES("Marca") -esES("Marca") -euES("Marka") -frFR("Marque") - -T_("Type:") -caES("") -esES("Tipo:") -euES("") -frFR("") - -T_("Fill:") -caES("Omplir:") -esES("Relleno:") -euES("Bete:") -frFR("Remplir:") - -T_("X axis:") -caES("Eix X:") -esES("Eje X:") -euES("X ardatzean:") -frFR("Axe X:") - -T_("Y axis:") -caES("Eix Y:") -esES("Eje Y:") -euES("Y ardatzean:") -frFR("Axe Y:") - -T_("Line:") -caES("L\303\255nia:") -esES("L\303\255nea:") -euES("Line:") -frFR("Ligne:") - -T_("Name:") -caES("Nom:") -esES("Nombre:") -euES("Izena:") -frFR("Nom:") - -T_("Style:") -caES("Estil:") -esES("Estilo:") -euES("Tankera:") -frFR("Style:") - -T_("Show legend") -caES("") -esES("Mostrar leyenda") -euES("") -frFR("") - -T_("Close") -caES("Tancar") -esES("Cerrar") -euES("Itxi") -frFR("Fermer") - -T_("Sin. tend.") -caES("") -esES("Tend. sin.") -euES("") -frFR("") - -T_("Filter FFT") -caES("") -esES("Filtro FFT") -euES("") -frFR("") - -T_("Filter S\342\200\223G") -caES("") -esES("Filtro S-G") -euES("") -frFR("") - -T_("Show Eq.") -caES("") -esES("Most. eq.") -euES("") -frFR("") - -T_("Max curve") -caES("") -esES("Curva m\303\241x.") -euES("") -frFR("") - -T_("Min curve") -caES("") -esES("Curva m\303\255n.") -euES("") -frFR("") - -T_("Moving Average") -caES("") -esES("Media m\303\263vil") -euES("") -frFR("") - -T_("Cumulative Average") -caES("") -esES("Promedio acumulado") -euES("") -frFR("") - -T_("Sector Average") -caES("") -esES("Promed. sector") -euES("") -frFR("") - -T_("Autosens") -caES("") -esES("") -euES("") -frFR("") - -T_("Max imp.:") -caES("") -esES("") -euES("") -frFR("") - -T_("R2 coeff.") -caES("") -esES("R2 coef.") -euES("") -frFR("") - -T_("Num decimals:") -caES("") -esES("N\303\272m decimales:") -euES("") -frFR("") - -T_("Num. min:") -caES("") -esES("N\303\272m. min:") -euES("") -frFR("") - -T_("Max:") -caES("") -esES("M\303\241x:") -euES("") -frFR("") - -T_("MPM:") -caES("") -esES("") -euES("") -frFR("") - -T_("Most probable maximum value") -caES("") -esES("M\303\241ximo m\303\241s probable") -euES("") -frFR("") - -T_("Average:") -caES("") -esES("Promedio:") -euES("") -frFR("") - -T_("Sensitivity") -caES("") -esES("Sensibilidad") -euES("") -frFR("") - -T_("Statistical data") -caES("") -esES("Datos estadisticos") -euES("") -frFR("") - -T_("RMS:") -caES("") -esES("Med. cuad.:") -euES("") -frFR("") - -T_("Min:") -caES("") -esES("M\303\255n:") -euES("") -frFR("") - -T_("To T:") -caES("") -esES("Hasta T:") -euES("") -frFR("") - -T_("Order:") -caES("") -esES("Orden:") -euES("") -frFR("") - -T_("Deg:") -caES("") -esES("Grad:") -euES("") -frFR("") - -T_("Derivative") -caES("") -esES("Derivada") -euES("") -frFR("") - -T_("Accuracy:") -caES("") -esES("Precisi\303\263n:") -euES("") -frFR("") - -T_("W. Size:") -caES("") -esES("Tam. ven:") -euES("") -frFR("") - -T_("Num. max:") -caES("") -esES("N\303\272m. max:") -euES("") -frFR("") - -T_("StdDev:") -caES("") -esES("DevEst:") -euES("") -frFR("") - -T_("From T:") -caES("") -esES("Desde T:") -euES("") -frFR("") - -T_("x <") -caES("") -esES("") -euES("") -frFR("") - -T_("Conditions") -caES("") -esES("Condiciones") -euES("") -frFR("") - -T_("x >") -caES("") -esES("") -euES("") -frFR("") - -T_("sec") -caES("") -esES("seg") -euES("") -frFR("") - -T_("Sampling time:") -caES("") -esES("Tiempo de muestreo:") -euES("") -frFR("") - -T_("Time\nFrequency") -caES("") -esES("Tiempo\nFrecuencia") -euES("") -frFR("") - -T_("Subdivision") -caES("") -esES("Subdivisi\303\263n") -euES("") -frFR("") - -T_("Spectral moments") -caES("") -esES("Momentos espectrales") -euES("") -frFR("") - -T_("FFT\nPhase\nPSD") -caES("") -esES("FFT\nFase\nPSD") -euES("") -frFR("") - -T_("Overlapping:") -caES("") -esES("Solapamiento:") -euES("") -frFR("") - -T_("Number:") -caES("") -esES("N\303\272m:") -euES("") -frFR("") - -T_("Window") -caES("") -esES("Ventana") -euES("") -frFR("") - -T_("m0:") -caES("") -esES("") -euES("") -frFR("") - -T_("m1:") -caES("") -esES("") -euES("") -frFR("") - -T_("m2:") -caES("") -esES("") -euES("") -frFR("") - -T_("m-1:") -caES("") -esES("") -euES("") -frFR("") - -T_("X Axis") -caES("") -esES("Eje X") -euES("") -frFR("") - -T_("Normal\nFull\nText") -caES("") -esES("Normal\nCompleto\nTexto") -euES("") -frFR("") - -T_("Fit") -caES("") -esES("Ajustar") -euES("") -frFR("") - -T_("Min R2:") -caES("") -esES("M\303\255n R2:") -euES("") -frFR("") - -T_("Coefficients") -caES("") -esES("Coeficientes") -euES("") -frFR("") - -T_("User equation:") -caES("") -esES("Ecuacion usuario:") -euES("") -frFR("") - -T_("Number: ") -caES("") -esES("N\303\272mero: ") -euES("") -frFR("") - -T_("Axis") -caES("") -esES("Ejes") -euES("") -frFR("") - -T_("Val:") -caES("") -esES("Valor") -euES("") -frFR("") - -T_(" ") -caES("") -esES("") -euES("") -frFR("") - -T_("Staggered") -caES("") -esES("") -euES("") -frFR("") - -T_("Accumulative") -caES("") -esES("") -euES("") -frFR("") - -T_("Normalize") -caES("") -esES("") -euES("") -frFR("") - -T_("Bold") -caES("") -esES("Negrita") -euES("") -frFR("") - -T_("Italic") -caES("") -esES("Cursiva") -euES("") -frFR("") - -T_("NonAntiAliased") -caES("") -esES("NoAntialias") -euES("") -frFR("") - - diff --git a/uppsrc/ScatterCtrl/ScatterCtrl.upp b/uppsrc/ScatterCtrl/ScatterCtrl.upp deleted file mode 100644 index 2b699b88d..000000000 --- a/uppsrc/ScatterCtrl/ScatterCtrl.upp +++ /dev/null @@ -1,30 +0,0 @@ -description "Scatter control to plot in GUI applications based on ScatterDraw\377"; - -uses - CtrlLib, - plugin\jpg, - ScatterDraw, - GridCtrl, - PdfDraw; - -file - ScatterCtrl.cpp, - ScatterCtrl.h, - ScatterCtrlX.cpp, - Processing.cpp, - Properties.cpp, - Properties.h, - Data.cpp, - PopUpText.cpp, - PopUpText.h, - PieCtrl.cpp, - PieCtrl.h, - ScatterCtrl.lay, - ScatterCtrl.iml, - ScatterCtrl.t, - ScatterCtrl.usc, - srcdoc.tpp, - src.tpp, - Copying; - - spellcheck_comments "EN-GB" \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/ScatterCtrl.usc b/uppsrc/ScatterCtrl/ScatterCtrl.usc deleted file mode 100644 index 071d943f8..000000000 --- a/uppsrc/ScatterCtrl/ScatterCtrl.usc +++ /dev/null @@ -1,351 +0,0 @@ -fn PaintRect(w, left, top, right, bottom, width, color) -{ - w.DrawLine(left, top, right, top, width, color); - w.DrawLine(right, top, right, bottom, width, color); - w.DrawLine(right, bottom, left, bottom, width, color); - w.DrawLine(left, bottom, left, top, width, color); -} - -enum_property LEGEND_POS { - "0" : "LEGEND_TOP", - "1" : "LEGEND_ANCHOR_LEFT_TOP", - "2" : "LEGEND_ANCHOR_RIGHT_TOP", - "3" : "LEGEND_ANCHOR_LEFT_BOTTOM", - "4" : "LEGEND_ANCHOR_RIGHT_BOTTOM" -}; - -ctrl ScatterCtrl { - group "Extra"; - - GetMinSize() {sz.cx=150; sz.cy = 100; return sz; } - GetStdSize() {sz.cx=300; sz.cy = 200; return sz; } - - Text SetTitle; - Font SetTitleFont; - Color SetTitleColor = :Black; - int SetPlotAreaLeftMargin = 30; - int SetPlotAreaRightMargin = 30; - int SetPlotAreaTopMargin = 30; - int SetPlotAreaBottomMargin = 30; - Color SetPlotAreaColor = :WhiteGray; - Text SetLabelX; - Text SetLabelY; - Text SetLabelY2; - Font SetLabelsFont; - Color SetLabelsColor = :Black; - Color SetAxisColor = :Black; - double SetAxisWidth = 0.5; - Color SetGridColor = :Color(102,102,102); - double SetGridWidth = 1; - bool ShowHGrid = true; - bool ShowVGrid = true; - bool ShowInfo = true; - bool ShowContextMenu = false; - bool ShowPropertiesDlg = false; - bool ShowProcessDlg = false; - bool ShowButtons = false; - bool ShowLegend = true; - LEGEND_POS SetLegendAnchor; - int SetLegendPosX = 5; - int SetLegendPosY = 5; - int SetLegendNumCols = 1; - int SetLegendRowSpacing = 5; - Color SetLegendFillColor = :White; - Color SetLegendBorderColor = :Black; - - bool SetFastViewX = false; - bool SetSequentialXAll = false; - - Frame SetFrame; - Color SetColor = :White; - - int SetSaveSizeX = 1000; - int SetSaveSizeY = 800; - - Paint(w) { - r = GetRect(); - w.DrawRect(r, .SetColor); - DrawCtrlFrame(w, r, .SetFrame); - sz = GetSize(); - textsize = GetTextSize(.SetTitle, .SetTitleFont); - if(.SetTitle == "") - textsize.cy = 0; - w.DrawRect(.SetPlotAreaLeftMargin - 1, - .SetPlotAreaTopMargin - 1 + textsize.cy, - sz.cx - (.SetPlotAreaLeftMargin + .SetPlotAreaRightMargin) + 2, - - (.SetPlotAreaTopMargin + .SetPlotAreaBottomMargin) + 2 - textsize.cy + sz.cy, - :Gray); - aw = 6; - if(.SetAxisWidth >= 6) - aw = .SetAxisWidth; - - w.DrawRect(.SetPlotAreaLeftMargin - int(aw/6), .SetPlotAreaTopMargin + textsize.cy, - - (.SetPlotAreaLeftMargin + .SetPlotAreaRightMargin) + int(aw/6) + sz.cx, - - (.SetPlotAreaTopMargin + .SetPlotAreaBottomMargin) + int(aw/6) - textsize.cy + sz.cy, - .SetAxisColor); - - gx0 = .SetPlotAreaLeftMargin; - gy0 = .SetPlotAreaTopMargin + textsize.cy + 1; - gwidth = sz.cx - (.SetPlotAreaLeftMargin + .SetPlotAreaRightMargin); - gheight = sz.cy - (.SetPlotAreaTopMargin + .SetPlotAreaBottomMargin) - textsize.cy - 1; - - w.DrawRect(gx0, gy0, gwidth, gheight, .SetPlotAreaColor); - w.DrawLine(gx0, gy0 + gheight, gx0 + gwidth*0.25, gy0 + gheight*0.5, 2, :SLtRed); - w.DrawLine(gx0 + gwidth*0.25, gy0 + gheight*0.5, gx0 + gwidth*0.5, gy0 + gheight*0.75, 2, :SLtRed); - w.DrawLine(gx0 + gwidth*0.5, gy0 + gheight*0.75, gx0 + gwidth*0.75, gy0 + gheight*0.25, 2, :SLtRed); - w.DrawLine(gx0 + gwidth*0.75, gy0 + gheight*0.25, gx0 + gwidth, gy0 + gheight*0.5, 2, :SLtRed); - - w.DrawText((sz.cx - textsize.cx)/2, 4, .SetTitle, .SetTitleFont, .SetTitleColor); - lx = GetTextSize(.SetLabelX, .SetLabelsFont); - ly = GetTextSize(.SetLabelY, .SetLabelsFont); - ly2 = GetTextSize(.SetLabelY2, .SetLabelsFont); - - w.DrawText(int((sz.cx - lx.cx)/2), sz.cy - (ly.cy + 2), .SetLabelX, .SetLabelsFont, .SetLabelsColor); - w.DrawText(2, int((sz.cy + textsize.cy + ly.cx)/2), 900, .SetLabelY, .SetLabelsFont, .SetLabelsColor); - w.DrawText(sz.cx - textsize.cy, int((sz.cy + textsize.cy + ly.cx)/2), 900, .SetLabelY2, .SetLabelsFont, .SetLabelsColor); - - legWidth = 66; - legHeight = 18; - legFont = StdFont(12); - legFontSize = GetTextSize("X", legFont); - legFontHeight = legFontSize.cy; - if (.ShowLegend) { - if (.SetLegendAnchor == "0") { - w.DrawLine(gx0, gy0 - legFontHeight/2, gx0 + 20, gy0 - legFontHeight/2, 2, :SLtRed); - w.DrawText(gx0 + 24, gy0 - legFontHeight, "Series 1", legFont, :SLtRed); - } else { - if (.SetLegendAnchor == "1") { - lgx = gx0 + .SetLegendPosX; - lgy = gy0 + .SetLegendPosY; - } else if (.SetLegendAnchor == "2") { - lgx = gx0 + gwidth - .SetLegendPosX - legWidth; - lgy = gy0 + .SetLegendPosY; - } else if (.SetLegendAnchor == "3") { - lgx = gx0 + .SetLegendPosX; - lgy = gy0 + gheight - .SetLegendPosY - legHeight; - } else if (.SetLegendAnchor == "4") { - lgx = gx0 + gwidth - .SetLegendPosX - legWidth; - lgy = gy0 + gheight - .SetLegendPosY - legHeight; - } - if (.SetLegendPosX > :IntNull && .SetLegendPosY > :IntNull) { - w.DrawRect(lgx, lgy, legWidth, legHeight, .SetLegendFillColor); - PaintRect(w, lgx, lgy, lgx + legWidth, lgy + legHeight, 1, .SetLegendBorderColor); - w.DrawLine(lgx + 2, lgy + legFontHeight/2., lgx + 2 + 20, lgy + legFontHeight/2., 2, :SLtRed); - w.DrawText(lgx + 24, lgy, "Series 1", legFont, :SLtRed); - } - } - } - } -}; - -fn atan_base(z) { - return z - z*z*z/3 + z*z*z*z*z/5 - z*z*z*z*z*z*z/7 + z*z*z*z*z*z*z*z*z/9 - - z*z*z*z*z*z*z*z*z*z*z/11 + z*z*z*z*z*z*z*z*z*z*z*z*z/13; -} - -fn atan(z) { - if (z*z < 1) - return atan_base(z); - else if (z > 0) - return Pi()/2 - atan_base(1/z); - else - return 3*Pi()/2 - atan_base(1/z); -} - -fn Pi() { - return 3.14159265358979323846; -} - -fn ToRad(angle) { - if (angle > 0) - return angle*Pi()/180; - else - return (360+angle)*Pi()/180; -} - -fn abs(a) { - if (a > 0) - return a; - else - return -a; -} - -fn double(n) { - n += 1.1; - n -= 1.1; - return n; -} - -fn PaintEllipse(w, left, top, right, bottom, width, color) -{ - if (width < 1) - width = 1; - a = (right-left)/2.; - b = (bottom-top)/2.; - width_2 = width/2.; - delta = Pi()/20.; - maxi = 2.*Pi(); - for (i = 0; i < maxi; i += delta) { - if (i == 0) { - x0 = left + a + (a - width_2); - y0 = top + b; - } else { - x0 = x1; - y0 = y1; - } - x1 = left + a + (a - width_2) * cos(i + delta); - y1 = top + b + (b - width_2) * sin(i + delta); - w.DrawLine(x0, y0, x1, y1, width, color); - } -} - -fn DrawCircle(w, cx, cy, R, width, color) { - PaintEllipse(w, cx-R-width/2., cy-R-width/2., cx+R+width/2., cy+R+width/2., width, color); -} - -fn PaintArc(w, cx, cy, R, ang0, ang1, direction, width, color) -{ - if (direction == -1) { - c = ang0; - ang0 = ang1; - ang1 = c; - } - ang0 = ang0*Pi()/180; - ang1 = ang1*Pi()/180; - delta = 3*Pi()/180; - if (ang0 > ang1) - ang1 += 2*Pi(); - for (i = ang0; i < ang1; i += delta) { - if (i == ang0) { - x0 = cx + R*cos(i); - y0 = cy - R*sin(i); - } else { - x0 = x1; - y0 = y1; - } - x1 = cx + R*cos(i + delta); - y1 = cy - R*sin(i + delta); - w.DrawLine(x0, y0, x1, y1, width, color); - } -} - -fn FillEllipse(w, left, top, right, bottom, background) -{ - a = (right-left)/2.; - b = (bottom-top)/2.; - if (a <= 0.5 || b <= 0.5) { - w.DrawLine(left, top, right, bottom, 1, background); - return; - } - delta = Pi()/10.; - x0 = left + a; - y0 = top + b; - - for (i = delta; i < Pi()/2.; i += delta) { - x1 = a * cos(i); - y1 = b * sin(i); - w.DrawRect(x0-x1 , y0-y1, 2*x1 , 2*y1, background); - } - width = min(a, b)/4.; - if (width > 1) - PaintEllipse(w, left, top, right, bottom, width, background); -} - -fn FillCircle(w, cx, cy, R, color) { - FillEllipse(w, cx-R, cy-R, cx+R, cy+R, color); -} - -enum_property titlePosition { - "0" : "BOTTOM", - "1" : "TOP" -}; - -ctrl PieCtrl { - group "Extra"; - - GetMinSize() {sz.cx = 50; sz.cy = 50; return sz; } - GetStdSize() {sz.cx = 200; sz.cy = 200; return sz; } - - Frame SetFrame @20; - Color SetColor = :White @1; - Text SetTitle @5; - Font SetTitleFont = StdFont(16)@6; - Color SetTitleColor = :Black @7; - titlePosition SetTitlePos = 1; - int SetTitleGap = 2; - bool ShowPercent = true; - Color SetPercentBack = Null; - bool ShowLegend = true; - Font SetLegendFont; - Color SetLegendTextColor = :Black; - Color SetLegendBackColor = Null; - int SetLegendLeft = 10; - int SetLegendTop = Null; - double SetPieAngle = 0; - int SetPieMarginLeft = 40; - int SetPieMarginTop = 40; - int SetPieMarginRight = 40; - int SetPieMarginBottom = 40; - - Paint(w) { - r = GetRect(); - w.DrawRect(r, .SetColor); - DrawCtrlFrame(w, r, .SetFrame); - sz = GetSize(); - textsize = GetTextSize(.SetTitle, .SetTitleFont); - Gap = 0; - if(.SetTitleGap > 0) - Gap = .SetTitleGap; - if(.SetTitlePos == "1") - w.DrawText((sz.cx - textsize.cx)/2, Gap, .SetTitle, .SetTitleFont, .SetTitleColor); - else - w.DrawText((sz.cx - textsize.cx)/2, sz.cy-textsize.cy - Gap, .SetTitle, .SetTitleFont, .SetTitleColor); - - if(.SetTitle == "") - textsize.cy = 0; - - SetLegendHeight = 120; - SetLegendWidth = 60; - lcx = 0; - lcy = 0; - legendBk = .SetColor; - if(.SetLegendBackColor != Null) - legendBk = .SetLegendBackColor; - if(SetLegendWidth > 0 && .ShowLegend) - lcx = SetLegendWidth; - if(SetLegendHeight > 0 && .ShowLegend) - lcy = SetLegendHeight; - left = - .SetLegendLeft + sz.cx - lcx; - if (.SetLegendTop <= :IntNull) - top = (sz.cy - Gap - textsize.cy - lcy)/2; - else - top = .SetLegendTop; - if(.ShowLegend) { - w.DrawRect(left, top, lcx, lcy, legendBk); - PaintRect(w, left, top, left + lcx, top + lcy, 2, :Gray); - w.DrawText(left + 2, top + 2, "Legend", .SetLegendFont, .SetLegendTextColor); - } - - circWidth = sz.cx - .SetPieMarginLeft - .SetPieMarginRight; - if (circWidth < 0) - circWidth = 0; - circHeight = sz.cy - .SetPieMarginTop - textsize.cy - .SetPieMarginBottom; - if (circHeight < 0) - circHeight = 0; - if (circWidth > circHeight) - circ_r = circHeight/2; - else - circ_r = circWidth/2; - circ_x = .SetPieMarginLeft + circWidth/2.; - if(.SetTitlePos == "1") - circ_y = .SetPieMarginTop + textsize.cy + circHeight/2.; - else - circ_y = .SetPieMarginTop + circHeight/2.; - - FillCircle(w, circ_x, circ_y, circ_r, Color(150, 255, 150)); - DrawCircle(w, circ_x, circ_y, circ_r, 2, :SBlack); - w.DrawLine(circ_x, circ_y, circ_x + circ_r*cos(-.SetPieAngle + 0.5*Pi()), circ_y - circ_r*sin(-.SetPieAngle + 0.5*Pi()), 2, :SBlack); - w.DrawLine(circ_x, circ_y, circ_x + circ_r*cos(-.SetPieAngle - 0.25*Pi()), circ_y - circ_r*sin(-.SetPieAngle - 0.25*Pi()), 2, :SBlack); - w.DrawLine(circ_x, circ_y, circ_x + circ_r*cos(-.SetPieAngle + Pi()), circ_y - circ_r*sin(-.SetPieAngle + Pi()), 2, :SBlack); - } -}; \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/ScatterCtrlX.cpp b/uppsrc/ScatterCtrl/ScatterCtrlX.cpp deleted file mode 100644 index 3af121932..000000000 --- a/uppsrc/ScatterCtrl/ScatterCtrlX.cpp +++ /dev/null @@ -1,33 +0,0 @@ -//#BLITZ_PROHIBIT -// Need to prohibit BLITZ for this file as Xos.h defines some nasty macros like 'index' - -#include - -#ifdef PLATFORM_POSIX - -#include -#include -#include -#include -#include - -namespace Upp { - -int GetKeyCodeX(int key) { - _XDisplay *dpy = XOpenDisplay(NULL); - if (!dpy) - return Null; - - if (key > 0x00ff) - key |= 0x01000000; - - key = XKeysymToKeycode(dpy, key) + K_DELTA; - - XFlush(dpy); - XCloseDisplay(dpy); - return key; -} - -} - -#endif \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/src.tpp/ScatterCtrl_en-us.tpp b/uppsrc/ScatterCtrl/src.tpp/ScatterCtrl_en-us.tpp deleted file mode 100644 index cc5555a62..000000000 --- a/uppsrc/ScatterCtrl/src.tpp/ScatterCtrl_en-us.tpp +++ /dev/null @@ -1,473 +0,0 @@ -topic "1 ScatterCtrl"; -[0 $$1,0#96390100711032703541132217272105:end] -[i448;a25;kKO9;2 $$2,0#37138531426314131252341829483380:class] -[l288;2 $$3,0#27521748481378242620020725143825:desc] -[b42;2 $$4,4#13035079074754324216151401829390:normal] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:item] -[H6;0 $$6,0#05600065144404261032431302351956:begin] -[l288;i1121;b17;O9;~~~.1408;2 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) 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) -]]}}&] -[s0; &] -[s0; [2 Versatile 2D scatter graph control based on ][^topic`:`/`/ScatterDraw`/src`/ScatterDraw`$en`-us`#ScatterDraw`:`:class^2 S -catterDraw][2 .]&] -[s0;2 &] -[s0; [2 It uses U`+`+ Draw or Painter on demand to get better refresh -speed or printing quality.]&] -[s0;2 &] -[s0; [2 In ][^topic`:`/`/ScatterDraw`/srcdoc`/Overview`$en`-us^2 ScatterCtrl`_demo][2 -there is an overview of control possibilities.]&] -[s1; &] -[s0;%- &] -[ {{10000F(128)G(128)@1 [s0; [*2 Constructor Detail]]}}&] -[s6;%- &] -[s5;:ScatterCtrl`:`:ScatterCtrl`(`):%- [* ScatterCtrl]()&] -[s3; Initializes the class.&] -[s1;%- &] -[s0;%- &] -[ {{10000F(128)G(128)@1 [s0; [*2 Public Member List]]}}&] -[s6;%- &] -[s5;:ScatterCtrl`:`:AddMouseBehavior`(bool`,bool`,bool`,bool`,bool`,int`,bool`,ScatterAction`):%- [@(0.0.255) v -oid]_[* AddMouseBehavior]([@(0.0.255) bool]_[*@3 ctrl], [@(0.0.255) bool]_[*@3 alt], -[@(0.0.255) bool]_[*@3 shift], [@(0.0.255) bool]_[*@3 left], [@(0.0.255) bool]_[*@3 middle], -[@(0.0.255) int]_[*@3 middlewheel], [@(0.0.255) bool]_[*@3 right], ScatterAction_[*@3 actio -n])&] -[s3; Add a new [%-*@3 action] to be launched when the combination of -keys and mouse actions set by [%-*@3 ctrl,] [%-*@3 alt,] [%-*@3 shift,] -[%-*@3 left,] [%-*@3 middle,] [%-*@3 middlewheel] and [%-*@3 right] is -complied.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:RemoveMouseBehavior`(ScatterAction`):%- [@(0.0.255) void]_[* RemoveMo -useBehavior](ScatterAction_[*@3 action])&] -[s3; Remove all mouse and key combinations for [%-*@3 action] .&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ClearMouseBehavior`(`):%- [@(0.0.255) void]_[* ClearMouseBehavior]()&] -[s3; Remove all mouse and key combinations to handle control.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:AddKeyBehavior`(bool`,bool`,bool`,int`,bool`,ScatterAction`):%- [@(0.0.255) v -oid]_[* AddKeyBehavior]([@(0.0.255) bool]_[*@3 ctrl], [@(0.0.255) bool]_[*@3 alt], -[@(0.0.255) bool]_[*@3 shift], [@(0.0.255) int]_[*@3 key], [@(0.0.255) bool]_[*@3 isVirtualKe -y], ScatterAction_[*@3 action])&] -[s3; Add a new [%-*@3 action] to be launched when the combination of -keys set by [%-*@3 ctrl, alt], [%-*@3 shift] and [%-*@3 key] is complied. -[%-*@3 isVirtualKey ]indicates if the key is a K`_... virtual key -or if it is a real char like `'e`' or `'`+`'.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:RemoveKeyBehavior`(ScatterAction`):%- [@(0.0.255) void]_[* RemoveKeyB -ehavior](ScatterAction_[*@3 action])&] -[s3; Remove all key combinations for [%-*@3 action].&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ClearKeyBehavior`(`):%- [@(0.0.255) void]_[* ClearKeyBehavior]()&] -[s3; Remove all key combinations to handle control.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetMouseBehavior`(ScatterCtrl`:`:MouseBehaviour`*`):%- [@(0.0.255) b -ool]_[* SetMouseBehavior]([_^ScatterCtrl`:`:MouseBehaviour^ MouseBehaviour]_`*[*@3 mous -eBehavior])&] -[s3; Sets [%-*@3 mouseBehavior] as the behavior of the mouse when used -in ScatterCtrl.&] -[s3; See [^topic`:`/`/ScatterCtrl`/src`/MouseBehavior`$en`-us^ ScatterCtrl`::MouseBehavi -or].&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetMouseHandling`(bool`,bool`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetMouseHandling]([@(0.0.255) bool]_[*@3 valx]_`=_[@(0.0.255) true], -[@(0.0.255) bool]_[*@3 valy]_`=_[@(0.0.255) false])&] -[s3; If [%-*@3 valx] mouse can scroll or zoom in X axis.&] -[s3; If [%-*@3 valy] mouse can scroll or zoom in Y axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetSaveSize`(Upp`:`:Size`&`):%- [_^ScatterCtrl^ ScatterCtrl]_`&[* Set -SaveSize]([_^Upp`:`:Size^ Size]_`&[*@3 size])&] -[s3; Sets the Size [%-*@3 size] to save the control as a bitmap either -to file or to clipboard.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetSaveSize`(`):%- [_^Upp`:`:Size^ Size]_`&[* GetSaveSize]()&] -[s3; Returns control size to save as a bitmap either to file or to -clipboard..&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetSaveSizeX`(int`):%- [_^ScatterCtrl^ ScatterCtrl]_`&[* SetSaveSizeX -]([@(0.0.255) int]_[*@3 cx])&] -[s3; Sets the width [%-*@3 cx] to save the control as a bitmap either -to file or to clipboard.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetSaveSizeY`(int`):%- [_^ScatterCtrl^ ScatterCtrl]_`&[* SetSaveSizeY -]([@(0.0.255) int]_[*@3 cy])&] -[s3; Sets the width [%-*@3 cy] to save the control as a bitmap either -to file or to clipboard.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetJPGQuality`(int`):%- [_^ScatterCtrl^ ScatterCtrl]_`&[* SetJPGQuali -ty]([@(0.0.255) int]_[*@3 quality])&] -[s3; Sets the [%-*@3 quality] between 0 and 100 of the control when -saved as a JPEG bitmap..&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetJPGQuality`(`):%- [@(0.0.255) int]_[* GetJPGQuality]()&] -[s3; Returns the JPEG bitmap quality.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:Angle`_270:%- [@(0.0.255) enum]_Angle_&] -[s3;%- It is the type for the rotaion angle. Values are&] -[s3;i150;O0;%- Angle`_0&] -[s3;i150;O0;%- Angle`_90:-|It is rotated 90º clockwise.&] -[s3;i150;O0;%- Angle`_180&] -[s3;i150;O0;%- Angle`_270:-|It is rotated 90º counterclockwise.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:Rotate`(Angle`):%- [_^ScatterCtrl^ ScatterCtrl]_`&[* Rotate](Angle_[*@3 a -ngle])&] -[s3; Sets [%-*@3 angle] as the rotation angle.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetRotate`(`):%- Angle_[* GetRotate]()&] -[s3; Returns the rotation angle.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:Xmlize`(Upp`:`:XmlIO`&`):%- [@(0.0.255) void]_[* Xmlize]([_^Upp`:`:XmlIO^ X -mlIO][@(0.0.255) `&]_[*@3 xml])&] -[s3; Serialize the control as an XML.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:Jsonize`(Upp`:`:JsonIO`&`):%- [@(0.0.255) void]_[* Jsonize]([_^Upp`:`:JsonIO^ J -sonIO][@(0.0.255) `&]_[*@3 json])&] -[s3; Serialize the control as JSON.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:Serialize`(Upp`:`:Stream`&`):%- [@(0.0.255) void]_[* Serialize]([_^Upp`:`:Stream^ S -tream][@(0.0.255) `&]_[*@3 s])&] -[s3; Serialize the control as a binary Stream.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetMouseHandlingX`(`):%- [@(0.0.255) bool]_[* GetMouseHandlingX]()&] -[s3; Returns true if mouse can scroll or zoom in X axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetMouseHandlingY`(`):%- [@(0.0.255) bool]_[* GetMouseHandlingY]()&] -[s3;~~~1664; Returns true if mouse can scroll or zoom in Y axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ShowContextMenu`(bool`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* ShowContextMenu]([@(0.0.255) bool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true the context menu can be opened (right -clicking by default).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ShowPropertiesDlg`(bool`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* ShowPropertiesDlg]([@(0.0.255) bool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true, the context menu will have a `"Properties`" -and `"Data`" dialogs.&] -[s3; In DEBUG mode both dialogs will always appear.&] -[s3; [^topic`:`/`/ScatterCtrl`/srcdoc`/Properties`$en`-us^ Here] the -`"Properties`" and [^topic`:`/`/ScatterCtrl`/srcdoc`/Data`$en`-us^ here] -the `"Data`" dialog details are described.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ShowProcessDlg`(bool`):%- [_^Upp`:`:ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* ShowProcessDlg]([@(0.0.255) bool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true, the context menu will have a `"Process`" -dialog.&] -[s3; In DEBUG mode the `"Process`" menu will always appear.&] -[s3; [^topic`:`/`/ScatterCtrl`/srcdoc`/Process`$en`-us^ Here] the `"Process`" -dialog details are described.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ShowButtons`(bool`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `&]_[* S -howButtons]([@(0.0.255) bool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true, Properties, Data and Process buttons -will appear at the right top end of the control.&] -[s3; In DEBUG mode these buttons will always appear.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ShowInfo`(bool`):%- [_^ScatterCtrl^ ScatterCtrl]_`&[* ShowInfo]([@(0.0.255) b -ool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true it shows a legend with mouse location -when mouse is clicked.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SaveAsMetafile`(const char`*`):%- [@(0.0.255) void]_[* SaveAsMetafile -]([@(0.0.255) const]_[@(0.0.255) char`*]_[*@3 file])&] -[s0;%- [*@(28.0.200)1 Windows]&] -[s3; Saves the control as a windows metafile in [%-*@3 file].&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SaveToClipboard`(bool`):%- [@(0.0.255) void]_[* SaveToClipboard]([@(0.0.255) b -ool]_[*@3 saveAsMetafile]_`=_[@(0.0.255) false])&] -[s3; Saves the control to the clipboard as a bitmap.&] -[s0;%- [*@(28.0.200)1 Windows]&] -[s3; If [%-*@3 saveAsMetafile] is true it saves a windows metafile.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SaveToFile`(Upp`:`:String`):%- [@(0.0.255) void]_[* SaveToFile]([_^String^ S -tring]_[*@3 fileName]_`=_Null)&] -[s3; Saves the control to [%-*@3 fileName] as a bitmap depending of -file extension.&] -[s3; JPEG and PNG are supported&] -[s3; If [%-*@3 fileName] is Null a FileSel is opened to ask the user -for the name of the file.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:Refresh`(`):%- [@(0.0.255) virtual] [@(0.0.255) void]_[* Refresh]()&] -[s3; Calls to Ctrl`::Refresh().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetSize`(`)const:%- [@(0.0.255) virtual] [_^Size^ Size]_[* GetSize]()_[@(0.0.255) c -onst]&] -[s3; Returns the visual control Size. ScatterDraw`::GetImage() will -return the Size of Image to be get by functions like GetImage().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetColor`(const Upp`:`:Color`&`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetColor]([@(0.0.255) const]_[_^Color^ Upp`::Color][@(0.0.255) `&]_[*@3 color])&] -[s3; Calls to ScatterDraw`::SetColor(color).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetGridColor`(const Upp`:`:Color`&`):%- [_^ScatterCtrl^ ScatterCtrl -][@(0.0.255) `&]_[* SetGridColor]([@(0.0.255) const]_[_^Color^ Upp`::Color][@(0.0.255) `&]_[*@3 g -rid`_color])&] -[s3; Calls to ScatterDraw`::SetGridColor(grid`_color).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetGridWidth`(double`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `&]_ -[* SetGridWidth]([@(0.0.255) double]_[*@3 grid`_width])&] -[s3; Calls to ScatterDraw`::SetGridWidth(grid`_width).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetPlotAreaColor`(const Upp`:`:Color`&`):%- [_^ScatterCtrl^ Scatter -Ctrl][@(0.0.255) `&]_[* SetPlotAreaColor]([@(0.0.255) const]_[_^Color^ Upp`::Color][@(0.0.255) `& -]_[*@3 p`_a`_color])&] -[s3; Calls to ScatterDraw`::SetPlotAreaColor(p`_a`_color).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetAxisColor`(const Upp`:`:Color`&`):%- [_^ScatterCtrl^ ScatterCtrl -][@(0.0.255) `&]_[* SetAxisColor]([@(0.0.255) const]_[_^Color^ Upp`::Color][@(0.0.255) `&]_[*@3 a -xis`_color])&] -[s3; Calls to ScatterDraw`::SetAxisColor(axis`_color).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetAxisWidth`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `&]_[* S -etAxisWidth]([@(0.0.255) int]_[*@3 axis`_width])&] -[s3; ScatterDraw`::SetAxisWidth(axis`_width)&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetTitle`(const Upp`:`:String`&`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetTitle]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 title])&] -[s3; Calls to ScatterDraw`::SetTitle(title); &] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetTitleFont`(const Upp`:`:Font`&`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetTitleFont]([@(0.0.255) const]_[_^Font^ Font][@(0.0.255) `&]_[*@3 fontTitle])&] -[s3; Calls to ScatterDraw`::SetTitleFont(fontTitle).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetTitleColor`(const Upp`:`:Color`&`):%- [_^ScatterCtrl^ ScatterCtr -l][@(0.0.255) `&]_[* SetTitleColor]([@(0.0.255) const]_[_^Color^ Upp`::Color][@(0.0.255) `&]_ -[*@3 colorTitle])&] -[s3; Calls to ScatterDraw`::SetTitleColor(colorTitle).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLabelsFont`(const Upp`:`:Font`&`):%- [_^ScatterCtrl^ ScatterCtrl -][@(0.0.255) `&]_[* SetLabelsFont]([@(0.0.255) const]_[_^Font^ Font][@(0.0.255) `&]_[*@3 font -Labels])&] -[s3; Calls to ScatterDraw`::SetLabelsFont(fontLabels).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLabelsColor`(const Upp`:`:Color`&`):%- [_^ScatterCtrl^ ScatterCt -rl][@(0.0.255) `&]_[* SetLabelsColor]([@(0.0.255) const]_[_^Color^ Upp`::Color][@(0.0.255) `& -]_[*@3 colorLabels])&] -[s3; Calls to ScatterDraw`::SetLabelsColor(colorLabels).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLabelX`(const Upp`:`:String`&`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetLabelX]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 xLabel])&] -[s3; Calls to ScatterDraw`::SetLabelX(xLabel).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLabelY`(const Upp`:`:String`&`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetLabelY]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 yLabel])&] -[s3; Calls to ScatterDraw`::SetLabelY(yLabel).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLabelY2`(const Upp`:`:String`&`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetLabelY2]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 yLabel])&] -[s3; Calls to ScatterDraw`::SetLabelY(yLabel).&] -[s1; &] -[s6;:ScatterCtrl`:`:SetPlotAreaMargin`(int`,int`,int`,int`):%- &] -[s5;:ScatterCtrl`:`:SetPlotAreaMargin`(const int`,const int`,const int`,const int`):%- [_^ScatterCtrl^ S -catterCtrl][@(0.0.255) `&]_[* SetPlotAreaMargin]([@(0.0.255) int]_[*@3 hLeft], -[@(0.0.255) int]_[*@3 hRight], [@(0.0.255) int]_[*@3 vTop], [@(0.0.255) int]_[*@3 vBottom])&] -[s3; Calls to ScatterDraw`::SetPlotAreaMargin(hLeft, hRight, vTop, -vBottom).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetPlotAreaLeftMargin`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetPlotAreaLeftMargin]([@(0.0.255) int]_[*@3 margin])&] -[s3; Calls ScatterDraw`::SetPlotAreaLeftMargin(margin).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetPlotAreaLeftMargin`(`):%- [@(0.0.255) int]_[* GetPlotAreaLeftMargi -n]()&] -[s3;%- [%% Returns ScatterDraw`::]GetPlotAreaLeftMargin().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetPlotAreaTopMargin`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetPlotAreaTopMargin]([@(0.0.255) int]_[*@3 margin])&] -[s3; Calls to ScatterDraw`::SetPlotAreaTopMargin(margin).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetPlotAreaTopMargin`(`):%- [@(0.0.255) int]_[* GetPlotAreaTopMargin]( -)&] -[s3;%- [%% Returns ScatterDraw`::]GetPlotAreaTopMargin().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetPlotAreaRightMargin`(`):%- [@(0.0.255) int]_[* GetPlotAreaRightMar -gin]()&] -[s3;%- [%% Returns ScatterDraw`::]GetPlotAreaRightMargin().&] -[s1;%- &] -[s6;:ScatterCtrl`:`:SetPlotAreaRightMargin`(int`):%- &] -[s5;:ScatterCtrl`:`:SetPlotAreaRightMargin`(const int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetPlotAreaRightMargin]([@(0.0.255) int]_[*@3 margin])&] -[s3; Calls to ScatterDraw`::SetPlotAreaRightMargin(margin).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetPlotAreaBottomMargin`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetPlotAreaBottomMargin]([@(0.0.255) int]_[*@3 margin])&] -[s3; Calls to ScatterDraw`::SetPlotAreaBottomMargin(margin).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetPlotAreaBottomMargin`(`):%- [@(0.0.255) int]_[* GetPlotAreaBottomM -argin]()&] -[s3;%- [%% Returns ScatterDraw`::]GetPlotAreaBottomMargin().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ShowLegend`(bool`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `&]_[* Sh -owLegend]([@(0.0.255) bool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; Calls to ScatterDraw`::ShowLegend(show).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetShowLegend`(`):%- [@(0.0.255) bool]_[* GetShowLegend]()&] -[s3; Returns ScatterDraw`::GetShowLegend().&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLegendPos`(const Upp`:`:Point`&`):%- [_^ScatterCtrl^ ScatterCtrl -][@(0.0.255) `&]_[* SetLegendPos]([@(0.0.255) const]_[_^Point^ Point]_`&[*@3 pos])&] -[s3;%- [%% Calls to ScatterDraw`::]SetLegendPos(pos).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLegendPosX`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `&]_[* S -etLegendPosX]([@(0.0.255) int]_[*@3 x])&] -[s3;%- [%% Calls to ScatterDraw`::]SetLegendPosX(x).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLegendPosY`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `&]_[* S -etLegendPosY]([@(0.0.255) int]_[*@3 y])&] -[s3;%- [%% Calls to ScatterDraw`::]SetLegendPosY(y).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetLegendPos`(`):%- [_^Point^ Point][@(0.0.255) `&]_[* GetLegendPos]()&] -[s3;%- [%% Returns ScatterDraw`::]GetLegendPos().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLegendNumCols`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetLegendNumCols]([@(0.0.255) int]_[*@3 num])&] -[s3;%- [%% Calls to ScatterDraw`::]SetLegendNumCols(num)&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetLegendNumCols`(`):%- [@(0.0.255) int]_[* GetLegendNumCols]()&] -[s3;%- [%% Returns ScatterDraw`::]GetLegendNumCols().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLegendRowSpacing`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `& -]_[* SetLegendRowSpacing]([@(0.0.255) int]_[*@3 num])&] -[s3;%- [%% Calls to ScatterDraw`::]SetLegendRowSpacing(num)&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetLegendRowSpacing`(`):%- [@(0.0.255) int]_[* GetLegendRowSpacing]() -&] -[s3;%- [%% Returns ScatterDraw`::]GetLegendRowSpacing().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLegendAnchor`(int`):%- [_^ScatterCtrl^ ScatterCtrl][@(0.0.255) `&]_ -[* SetLegendAnchor]([@(0.0.255) int]_[*@3 anchor])&] -[s3;%- [%% Calls to ScatterDraw`::]SetLegendAnchor(anchor)&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetLegendAnchor`(`):%- [@(0.0.255) int]_[* GetLegendAnchor]()&] -[s3;%- [%% Returns ScatterDraw`::]GetLegendAnchor().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLegendFillColor`(const Upp`:`:Color`&`):%- [_^ScatterCtrl^ Scatt -erCtrl][@(0.0.255) `&]_[* SetLegendFillColor]([@(0.0.255) const]_[_^Color^ Upp`::Color]_`& -[*@3 fill])&] -[s3; Calls to ScatterDraw`::SetLegendFillColor(fill).&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetLegendBorderColor`(const Upp`:`:Color`&`):%- [_^ScatterCtrl^ Sca -tterCtrl][@(0.0.255) `&]_[* SetLegendBorderColor]([@(0.0.255) const]_[_^Color^ Upp`::Color -]_`&[*@3 border])&] -[s3; Calls to ScatterDraw`::SetLegendBorderColor(border).&] -[s1; &] -[s6;^ScatterCtrl^%- &] -[s5;:ScatterCtrl`:`:GetLegendFillColor`(`):%- [_^Color^ Upp`::Color][@(0.0.255) `&]_[* GetLe -gendFillColor]()&] -[s3;%- [%% Returns ScatterDraw`::]GetLegendFillColor().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetLegendBorderColor`(`):%- [_^Color^ Upp`::Color][@(0.0.255) `&]_[* Get -LegendBorderColor]()&] -[s3;%- [%% Returns ScatterDraw`::]GetLegendBorderColor().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:SetDefaultCSVSeparator`(Upp`:`:String`):%- [_^ScatterCtrl^ ScatterC -trl][@(0.0.255) `&]_[* SetDefaultCSVSeparator]([_^Upp`:`:String^ String]_[*@3 sep])&] -[s3; Sets [%-*@3 sep] as the default .csv files field separator.&] -[s1; &] -[s6;%- &] -[s5;:ScatterCtrl`:`:GetDefaultCSVSeparator`(`):%- [_^Upp`:`:String^ String]_[* GetDefault -CSVSeparator]()&] -[s3; Gets the the default .csv files field separator.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterCtrl`:`:ScatterAction:%- [@(0.0.255) enum]_ScatterAction_[* action]&] -[s3; Is the action to be launched if the previous conditions are -complied. It can be:&] -[s3;i150;O0;~~~1248; NO`_ACTION-|No action.&] -[s3;i150;O0;~~~1248; SCROLL-|Scrolls the graphs.&] -[s3;i150;O0;~~~1248; ZOOM`_H`_ENL-|Zooms horizontally enlarging the -graphs. &] -[s3;i150;O0;~~~1248; ZOOM`_H`_RED-|Zooms horizontally reducing the -graphs.&] -[s3;i150;O0;~~~1248; ZOOM`_V`_ENL-|Zooms vertically enlarging the -graphs.&] -[s3;i150;O0;~~~1248; ZOOM`_V`_RED-|Zooms horizontally reducing the -graphs.&] -[s3;i150;O0; SHOW`_INFO-|Shows an info label including mouse real -X and Y coordinates.&] -[s3;i150;O0; ZOOM`_WINDOW-|Zoom in the window selected by the mouse.&] -[s3;i150;O0; SCROLL`_LEFT-|Scrolls left the graph.&] -[s3;i150;O0; SCROLL`_RIGHT-|Scrolls right the graph.&] -[s3;i150;O0; SCROLL`_UP-|Scrolls up the graph.&] -[s3;i150;O0; SCROLL`_DOWN-|Scrolls down the graph.&] -[s1;%- &] -[s0; ]] \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/src.tpp/ScatterCtrl_en-us.tppi b/uppsrc/ScatterCtrl/src.tpp/ScatterCtrl_en-us.tppi deleted file mode 100644 index c74957d07..000000000 --- a/uppsrc/ScatterCtrl/src.tpp/ScatterCtrl_en-us.tppi +++ /dev/null @@ -1,333 +0,0 @@ -TITLE("1 ScatterCtrl") -COMPRESSED 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-142,167,206,40,91,168,235,171,96,217,136,156,112,86,147,237,90,166,106,117,179,80,237,178,82,151,91,165,242,69,5,232,101,199,132,13,200,3,186,38,56,189,77,78,36,26,170,238,209,179,143,236,112,48,253,41,137,71,122,212,177,1,254,134,81,133,252,240,1,158,211,203,108,171,151,202,103,149,58,179,141,28,175,101,175,190,146,115,162,16,219,58,86,201,107,130,237,105,244,235,0,115,214,81,199,203,173,155,243,139,251,200,253,228,183,107,34,72,73,50,119,165,226,37,39,228,31,8,95,38,245,80,141,68,60,107,121,125,128,87,142,36,0,152,49,35,195,253,158,19,106,54,255,7,14,246,12,34, - diff --git a/uppsrc/ScatterCtrl/src.tpp/all.i b/uppsrc/ScatterCtrl/src.tpp/all.i deleted file mode 100644 index f7ae5e7f7..000000000 --- a/uppsrc/ScatterCtrl/src.tpp/all.i +++ /dev/null @@ -1,4 +0,0 @@ -TOPIC("ScatterCtrl_en-us") -#include "ScatterCtrl_en-us.tppi" -END_TOPIC - diff --git a/uppsrc/ScatterCtrl/srcdoc.tpp/Data_en-us.tpp b/uppsrc/ScatterCtrl/srcdoc.tpp/Data_en-us.tpp deleted file mode 100644 index c8a1d6529..000000000 --- a/uppsrc/ScatterCtrl/srcdoc.tpp/Data_en-us.tpp +++ /dev/null @@ -1,18 +0,0 @@ -topic "1 Data dialog"; -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s0; [*R+184 Data dialog]&] -[s0;2 &] -[s0; [2 When clicking left mouse we will get the context menu. If we -are in DEBUG mode or if ShowPropertiesDlg() is set to true, we -will have the Data option that will open the Data dialog.]&] -[s0;2 &] -[s0; [2 Data dialog shows series data that can be selected, copied -and pasted to other applications.]&] -[s0;2 &] -[s0; [2 -@@image:3476&2362 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-]&] -[s0;2 &] -[s0;*2 ]] \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/srcdoc.tpp/Data_en-us.tppi b/uppsrc/ScatterCtrl/srcdoc.tpp/Data_en-us.tppi deleted file mode 100644 index a861e371b..000000000 --- a/uppsrc/ScatterCtrl/srcdoc.tpp/Data_en-us.tppi +++ /dev/null @@ -1,83 +0,0 @@ -TITLE("1 Data dialog") -COMPRESSED 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-172,127,125,184,48,215,77,253,172,60,160,133,113,111,67,2,238,173,0,47,47,238,223,179,250,110,168,16,221,120,222,182,177,76,179,222,182,173,9,210,193,215,178,77,49,250,235,245,122,38,232,253,236,48,236,113,47,214,60,203,112,246,35,162,125,211,184,72,162,47,207,233,85,1,33,65,219,95,127,234,219,182,221,214,53,207,243,224,142,142,30,84,91,19,137,34,200,246,120,189,204,70,119,205,255,248,143,255,251,191,254,17,233,255,33,255,231,63,255,243,255,3,155,117,183,98, - diff --git a/uppsrc/ScatterCtrl/srcdoc.tpp/Process_en-us.tpp b/uppsrc/ScatterCtrl/srcdoc.tpp/Process_en-us.tpp deleted file mode 100644 index a759e414a..000000000 --- a/uppsrc/ScatterCtrl/srcdoc.tpp/Process_en-us.tpp +++ /dev/null @@ -1,61 +0,0 @@ -topic "2 Process dialog"; -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s0; [*R+184 Process dialog]&] -[s0;2 &] -[s0; [2 When clicking left mouse we will get the context menu. If we -are in DEBUG mode or if ShowProcessDlg() is set to true, we will -have the Process option that will open the Process dialog.]&] -[s0;2 &] -[s0; [2 Properties dialog contains the next tabs:]&] -[s0;i150;O0; [2 Data fit]&] -[s0;i150;O0; [2 Frequency]&] -[s0;i150;O0; [2 Operations]&] -[s0;2 &] -[s0;2 &] -[s0; [*2 Data fit]&] -[s0;2 &] -[s0; [2 Fits series with different equations, showing the equation -and adjusting quality using R2 (][^https`:`/`/en`.wikipedia`.org`/wiki`/Coefficient`_of`_determination^2 c -oefficient of determination][2 ) parameter.]&] -[s0;2 &] -[s0; [2 In addition it obtains the envelope of maximums, of minimums -and the ][^https`:`/`/en`.wikipedia`.org`/wiki`/Moving`_average^2 moving -average][2 following certain sensitivity width.]&] -[s0;2 &] -[s0; [2 At the end it shows some statistical parameters as maximum, -minimum, ][^https`:`/`/en`.wikipedia`.org`/wiki`/Average^2 average][2 -and ][^https`:`/`/en`.wikipedia`.org`/wiki`/Standard`_deviation^2 standard -deviation][2 .]&] -[s0;2 &] -[s0; [2 -@@image:3461&2320 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) -]&] -[s0;2 &] -[s0;2 &] -[s0; [*2 Frequency]&] -[s0;2 &] -[s0; [2 Gets the series ][^https`:`/`/en`.wikipedia`.org`/wiki`/Fast`_Fourier`_transform^2 F -FT (Fast Fourier Transform)][2 considering a sampling time.]&] -[s0;2 &] -[s0; [2 To follow FFT needs and getting successful results, data is -ordered and ][^https`:`/`/en`.wikipedia`.org`/wiki`/Sample`_rate`_conversion^2 resa -mpled][2 .]&] -[s0;2 &] -[s0; [2 -@@image:3469&2324 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) -]&] -[s0;2 &] -[s0;2 ]] \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/srcdoc.tpp/Process_en-us.tppi b/uppsrc/ScatterCtrl/srcdoc.tpp/Process_en-us.tppi deleted file mode 100644 index 41a8225be..000000000 --- a/uppsrc/ScatterCtrl/srcdoc.tpp/Process_en-us.tppi +++ /dev/null @@ -1,909 +0,0 @@ -TITLE("2 Process dialog") -COMPRESSED 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-155,112,206,74,61,60,67,195,173,67,95,227,125,138,2,228,66,156,32,156,162,165,144,20,243,168,154,60,135,106,154,66,61,14,150,141,58,124,10,141,6,117,152,83,12,76,222,247,116,97,33,112,202,50,92,189,195,179,63,99,31,225,89,32,141,250,248,146,55,249,89,3,152,132,215,53,40,9,235,63,255,249,223,127,254,245,207,127,23,228,223,216,255,252,253,251,207,63,255,7,102,228,71,244, - diff --git a/uppsrc/ScatterCtrl/srcdoc.tpp/Properties_en-us.tpp b/uppsrc/ScatterCtrl/srcdoc.tpp/Properties_en-us.tpp deleted file mode 100644 index 2e591af56..000000000 --- a/uppsrc/ScatterCtrl/srcdoc.tpp/Properties_en-us.tpp +++ /dev/null @@ -1,69 +0,0 @@ -topic "3 Properties dialog"; -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s0; [*R+184 Properties dialog]&] -[s0;2 &] -[s0; [2 When clicking left mouse we will get the context menu. If we -are in DEBUG mode or if ShowPropertiesDlg() is set to true, we -will have the Properties option that will open the Properties -dialog.]&] -[s0;2 &] -[s0; [2 Properties dialog contains the next tabs:]&] -[s0;i150;O0; [2 Measures]&] -[s0;i150;O0; [2 Texts]&] -[s0;i150;O0; [2 Legend]&] -[s0;i150;O0; [2 Series]&] -[s0;2 &] -[s0; [2 All data changed in dialog will be changed as well in ScatterCtrl -immediately.]&] -[s0;2 &] -[s0;2 &] -[s0; [*2 Measures]&] -[s0;2 &] -[s0; [2 Measures shows general ScatterDraw dimensions.]&] -[s0;2 &] -[s0; [2 -@@image:2491&1900 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) 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) -]&] -[s0;2 &] -[s0;2 &] -[s0; [*2 Legend]&] -[s0;2 &] -[s0; [2 Legend sets the location and characteristics of legend table.]&] -[s0;2 &] -[s0; [2 -@@image:2494&1900 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) -]&] -[s0;2 &] -[s0;2 &] -[s0; [*2 Series]&] -[s0;2 &] -[s0; [2 Series shows the characteristics of plotted series.]&] -[s0;2 &] -[s0; [2 -@@image:2491&1900 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) -]]] \ No newline at end of file diff --git a/uppsrc/ScatterCtrl/srcdoc.tpp/Properties_en-us.tppi b/uppsrc/ScatterCtrl/srcdoc.tpp/Properties_en-us.tppi deleted file mode 100644 index fe30ba913..000000000 --- a/uppsrc/ScatterCtrl/srcdoc.tpp/Properties_en-us.tppi +++ /dev/null @@ -1,414 +0,0 @@ -TITLE("3 Properties dialog") -COMPRESSED 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-68,135,240,88,182,202,150,139,8,75,246,23,153,161,254,35,110,223,71,255,91,119,166,234,85,77,47,88,37,43,138,161,181,140,240,141,185,19,60,146,71,237,86,178,182,186,154,4,56,240,124,1,106,20,78,45,164,176,116,27,173,224,87,214,189,151,3,33,88,109,253,180,202,138,0,140,7,160,165,118,242,39,177,5,193,234,13,30,147,52,201,142,149,117,164,227,49,159,52,140,195,230,179,36,60,161,94,155,97,95,109,242,234,220,47,149,153,131,211,221,168,148,225,133,158,163,86,77,72,71,73,19,24,140,144,201,252,144,199,0,220,251,246,207,189,21,138,114,60,222,186,120,243,254,62,136,97,140,129,77,15,30,162,214,176,158,100,181,84,133,27,142,215,48,57,96,4,96,222,191,30,220,239,17,31,25,143,160,113,230,27,55,140,234,119,101,135,103,101,177,190,3,189,188,112,102,247,222,253,70,70,123,132,169,137,86,112,141,51,18,165,210,34,235,75,223,208,146,155,51,189,105,183,34,181,213,47,244,88,90,93,61,17,139,246,69,89,174,6,246,51,225,71,130,89,81, -51,209,228,83,189,73,183,133,250,186,200,11,163,110,55,73,188,117,250,29,253,167,94,226,124,9,104,101,193,26,200,242,38,30,183,141,179,149,253,113,211,31,119,147,122,162,240,124,185,247,125,126,43,168,144,167,255,89,151,37,116,40,229,203,19,19,23,180,169,158,74,134,204,173,11,236,44,172,155,253,210,175,151,163,0,212,105,190,92,106,14,131,212,209,151,77,109,60,146,72,124,165,255,213,167,86,248,14,155,149,29,146,199,12,193,227,195,70,154,104,215,227,111,42,35,127,171,18,183,92,12,69,55,118,14,8,197,62,84,107,80,142,23,117,82,210,237,101,251,20,60,171,192,253,81,74,252,179,192,84,164,238,147,89,1,156,118,79,107,81,44,249,197,41,171,12,46,186,247,127,245,27,183,247,207,5,90,45,107,234,55,67,44,200,181,188,11,197,175,67,153,166,110,95,205,176,103,19,158,141,119,251,170,175,255,249,172,60,216,27,15,254,255,119,164,222,237,117,255,252,255,60,135,239,223,107,255,123,237,127,175,253,239,181,255,189,246,191,215,254,247,218,255,94,251,223, -107,255,123,237,255,245,218,143,79,161,187,202,223,153,111,21,248,187,112,135,175,145,57,37,120,148,235,237,89,190,163,255,93,111,215,93,173,59,201,105,135,137,129,245,185,223,151,250,254,41,110,35,252,83,107,126,192,118,175,123,94,188,26,199,90,205,231,143,230,218,55,3,254,229,182,127,36,3,214,223,109,135,27,10,159,47,188,238,249,127,123,110,206,127,157,241,127,191,189,189,159,234,244,61,202,28,192,151,235,117,29,253,61,239,173,87,31,75,48,13,59,204,89,115,51,93,173,232,0,207,24,59,214,191,186,206,215,227,209,131,95,133,103,160,190,19,30,247,162,167,63,253,112,13,222,39,188,161,226,25,3,219,67,107,102,216,246,215,223,88,203,224,222,28,236,115,131,227,197,252,141,243,116,215,90,243,213,26,117,70,120,81,142,230,91,206,184,97,171,84,240,124,2,58,162,47,10,152,24,88,55,170,84,239,166,148,29,247,111,124,213,221,161,235,111,4,235,10,127,159,31,195,231,211,207,130,137,54,140,50,164,218,222,175,163,33,147,229,204,50,158,161,97,29,74,35, -81,14,28,131,175,24,192,186,242,231,125,231,87,98,114,135,246,113,46,176,199,141,212,218,43,37,70,77,172,136,188,216,134,33,34,255,106,162,227,92,31,61,181,144,15,206,145,51,21,62,47,152,179,242,129,155,226,125,89,8,54,225,105,197,176,186,103,163,62,57,114,128,29,98,137,116,204,222,22,82,146,27,205,173,64,197,102,160,52,210,51,214,225,250,218,31,67,89,209,134,44,119,109,243,151,238,172,117,20,158,177,138,141,31,141,229,171,227,117,54,147,91,190,71,216,35,146,24,78,223,184,75,253,238,251,191,115,198,213,95,34,158,185,105,89,7,149,201,1,249,79,29,245,69,241,79,101,105,254,230,90,172,197,177,254,14,159,241,10,97,79,208,214,130,71,153,42,106,125,222,231,166,129,125,134,96,189,198,91,69,43,52,203,150,205,17,206,239,235,186,206,43,212,165,135,46,157,206,223,122,4,241,48,34,90,195,196,121,1,125,107,198,231,107,144,173,68,226,254,213,49,238,137,232,253,51,134,18,48,195,85,190,192,61,103,146,165,121,216,247,171,19,133,88,149,30, -159,163,209,140,169,247,187,43,28,186,183,69,27,195,218,3,134,133,218,69,115,168,5,46,97,195,158,70,16,27,233,157,237,6,17,214,164,3,127,75,198,166,96,172,227,39,94,165,167,61,51,3,217,167,52,99,195,62,94,203,2,225,99,83,95,241,102,222,103,129,163,40,152,231,150,192,44,143,178,41,16,47,224,233,217,209,250,32,192,235,226,3,69,104,247,82,126,8,62,88,147,151,27,125,173,128,229,105,142,72,186,135,38,170,183,45,83,84,60,158,57,235,155,218,251,114,149,34,136,19,157,34,80,241,83,253,173,75,245,127,179,46,5,53,253,103,108,65,32,60,254,98,127,175,86,165,33,18,229,39,113,116,5,231,80,129,49,175,61,101,124,196,19,156,190,112,88,179,207,118,210,245,127,23,127,131,217,89,215,190,239,40,250,247,207,82,57,10,165,222,161,214,243,249,95,239,230,72,56,244,137,246,55,116,38,255,219,127,252,199,127,252,119,125,72,33,148, - diff --git a/uppsrc/ScatterCtrl/srcdoc.tpp/all.i b/uppsrc/ScatterCtrl/srcdoc.tpp/all.i deleted file mode 100644 index 6969d4dd1..000000000 --- a/uppsrc/ScatterCtrl/srcdoc.tpp/all.i +++ /dev/null @@ -1,12 +0,0 @@ -TOPIC("Data_en-us") -#include "Data_en-us.tppi" -END_TOPIC - -TOPIC("Process_en-us") -#include "Process_en-us.tppi" -END_TOPIC - -TOPIC("Properties_en-us") -#include "Properties_en-us.tppi" -END_TOPIC - diff --git a/uppsrc/ScatterDraw/Copying b/uppsrc/ScatterDraw/Copying deleted file mode 100644 index 6d94d03f0..000000000 --- a/uppsrc/ScatterDraw/Copying +++ /dev/null @@ -1,22 +0,0 @@ -Copyright (c) 1998, 2020, The U++ Project -All rights reserved. - -Redistribution and use in source and binary forms, with or without modification, are permitted -provided that the following conditions are met: - -1. Redistributions of source code must retain the above copyright notice, this list of - conditions and the following disclaimer. - -2. Redistributions in binary form must reproduce the above copyright notice, this list of - conditions and the following disclaimer in the documentation and/or other materials - provided with the distribution. - -THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR -IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY -AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR -CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR -CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR -SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED -AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING -NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED -OF THE POSSIBILITY OF SUCH DAMAGE. \ No newline at end of file diff --git a/uppsrc/ScatterDraw/DataSource.cpp b/uppsrc/ScatterDraw/DataSource.cpp deleted file mode 100644 index ce7dc5e74..000000000 --- a/uppsrc/ScatterDraw/DataSource.cpp +++ /dev/null @@ -1,1088 +0,0 @@ -#include "ScatterDraw.h" - -namespace Upp { -using namespace Eigen; - -bool IsNum(double n) { - return IsFin(n) && !IsNull(n); -} - -bool IsNum(int n) { - return !IsNull(n); -} - - -double DataSource::Min(Getdatafun getdata, int64& id) { - double minVal = std::numeric_limits::max(); - for (int64 i = 0; i < GetCount(); ++i) { - double d = Membercall(getdata)(i); - if (!!IsNum(d) && minVal > d) { - minVal = d; - id = i; - } - } - if (minVal == std::numeric_limits::max()) - return Null; - return minVal; -} - -double DataSource::Max(Getdatafun getdata, int64& id) { - double maxVal = std::numeric_limits::lowest(); - for (int64 i = 0; i < GetCount(); ++i) { - double d = Membercall(getdata)(i); - if (IsNum(d) && maxVal < d) { - maxVal = d; - id = i; - } - } - if (maxVal == std::numeric_limits::lowest()) - return Null; - return maxVal; -} - -void DataSource::MaxList(Getdatafun getdataY, Getdatafun getdataX, Vector &id, double width) { - id.Clear(); - for (int64 i = 1; i < GetCount() - 1; ++i) { - double d = Membercall(getdataY)(i); - if (!IsNum(d)) - continue; - int64 ii; - for (ii = i-1; ii >= 0; --ii) { - if (IsNum(Membercall(getdataY)(ii))) - break; - } - if (ii < 0) - continue; - double d_1 = Membercall(getdataY)(ii); - for (ii = i+1; ii < GetCount(); ++ii) { - if (IsNum(Membercall(getdataY)(ii))) - break; - } - if (ii >= GetCount()) - continue; - double d1 = Membercall(getdataY)(ii); - if (d >= d_1 && d > d1) { - if (id.GetCount() == 0 || - (Membercall(getdataX)(i) - Membercall(getdataX)(id.GetCount() - 1) >= width)) - id << i; - } - } -} - -Pointf DataSource::MaxSubDataImp(Getdatafun getdataY, Getdatafun getdataX, int64 maxId, int64 width) { - Vector p; - - int iw; - int64 idMin, idMax; - iw = 0; - for (idMin = maxId - 1; idMin >= 0 && iw < width; idMin--) { - if (!IsNum(Membercall(getdataY)(idMin)) || !IsNum(Membercall(getdataX)(idMin))) - continue; - iw++; - } - if (idMin < 0) - idMin = 0; - iw = 0; - for (idMax = maxId + 1; idMax < GetCount() && iw < width; idMax++) { - if (!IsNum(Membercall(getdataY)(idMax)) || !IsNum(Membercall(getdataX)(idMax))) - continue; - iw++; - } - if (idMax >= GetCount()) - idMax = GetCount() - 1; - for (int64 i = idMin; i <= idMax; ++i) { - if (!IsNum(Membercall(getdataY)(i)) || !IsNum(Membercall(getdataX)(i))) - continue; - p << Pointf(Membercall(getdataX)(i), Membercall(getdataY)(i)); - } - VectorPointf pf(p); - PolynomialEquation2 polyFit; - if (ExplicitEquation::NoError != polyFit.Fit(pf)) - return Null; - const Vector &coeff = polyFit.GetCoeff(); - double b = coeff[1]; - double a = coeff[2]; - if (!IsNum(a) || fabs(a) < 1E-10) - return Null; - return Pointf(-b/2/a, polyFit.f(-b/2/a)); -} - -double DataSource::Avg(Getdatafun getdata) { - double ret = 0; - int count = 0; - for (int64 i = 0; i < GetCount(); ++i) { - double d = Membercall(getdata)(i); - if (IsNum(d)) { - ret += d; - count++; - } - } - if (count == 0) - return Null; - return ret/count; -} - -int64 DataSource::Closest(Getdatafun getdata, double dat) { - double minD = DBL_MAX; - int64 minDat; - for (int64 i = 0; i < GetCount(); ++i) { - double d = Membercall(getdata)(i); - if (IsNum(d)) { - if (minD > abs(d - dat)) { - minD = abs(d - dat); - minDat = i; - } - } - } - if (minD == DBL_MAX) - return Null; - return minDat; -} - -int64 DataSource::Closest(Getdatafun getdataX, Getdatafun getdataY, double x, double y) { - double minD = DBL_MAX; - int64 minDat; - for (int64 i = 0; i < GetCount(); ++i) { - double dx = Membercall(getdataX)(i); - double dy = Membercall(getdataY)(i); - if (IsNum(dx) && IsNum(dy)) { - double d = sqr(dx - x) + sqr(dy - y); - if (minD > d) { - minD = d; - minDat = i; - } - } - } - if (minD == DBL_MAX) - return Null; - return minDat; -} - -double DataSource::RMS(Getdatafun getdata) { - double ret = 0; - int count = 0; - for (int64 i = 0; i < GetCount(); ++i) { - double d = Membercall(getdata)(i); - if (IsNum(d)) { - ret += d*d; - count++; - } - } - if (count == 0) - return Null; - return sqrt(ret/count); -} - -double DataSource::IsSorted(Getdatafun getdata) { - int64 num = GetCount(); - if (num == 0) - return false; - if (num == 1) - return 1; - for (int i = 1; i < num; ++i) { - if (Membercall(getdata)(i) < Membercall(getdata)(i - 1)) - return false; - } - return true; -} - -double DataSource::Variance(Getdatafun getdata, double avg) { - if (!IsNum(avg)) - avg = Avg(getdata); - if (!IsNum(avg)) - return Null; - double ret = 0; - int count = 0; - for (int64 i = 0; i < GetCount(); ++i) { - double d = Membercall(getdata)(i); - if (IsNum(d)) { - d -= avg; - ret += d*d; - count++; - } - } - if (count <= 1) - return Null; - return ret/(count - 1); -} - -Vector DataSource::UpperEnvelope(Getdatafun getdataY, Getdatafun getdataX, double width) { - VectorXd x, y; - Copy(getdataX, getdataY, x, y); - return UpperPeaks(x, y, width); -} - -Vector DataSource::LowerEnvelope(Getdatafun getdataY, Getdatafun getdataX, double width) { - VectorXd x, y; - Copy(getdataX, getdataY, x, y); - return LowerPeaks(x, y, width); -} - - -Vector DataSource::Cumulative(Getdatafun getdataY, Getdatafun getdataX) { - Vector ret; - - double acum = 0; - for (int i = 0; i < GetCount(); ++i) { - double y = Membercall(getdataY)(i); - double x = Membercall(getdataX)(i); - - if (!IsNum(x) || !IsNum(y)) - continue; - acum += y; - ret << Pointf(x, acum); - } - return ret; -} - -Vector DataSource::CumulativeAverage(Getdatafun getdataY, Getdatafun getdataX) { - Vector ret; - - double acum = 0; - int num = 0; - for (int i = 0; i < GetCount(); ++i) { - double y = Membercall(getdataY)(i); - double x = Membercall(getdataX)(i); - - if (!IsNum(x) || !IsNum(y)) - continue; - acum += y; - num++; - ret << Pointf(x, acum/num); - } - return ret; -} - -Vector DataSource::MovingAverage(Getdatafun getdataY, Getdatafun getdataX, double width) { - Vector ret; - Vector x, y; - Copy(getdataX, getdataY, x, y); - - Upp::MovingAverage(x, y, width, y); - for (int i = 0; i < x.size(); ++i) - ret << Pointf(x[i], y[i]); - return ret; -} - -Vector DataSource::SectorAverage(Getdatafun getdataY, Getdatafun getdataX, double width) { - Vector ret; - - for (int i = 0; i < GetCount();) { - double y = Membercall(getdataY)(i); - double x = Membercall(getdataX)(i); - if (!IsNum(x) || !IsNum(y)) - continue; - - int numAvg = 1; - double sum = y; - double sumX = x; - int j; - for (j = i+1; j < GetCount(); ++j) { - double ynext = Membercall(getdataY)(j); - double xnext = Membercall(getdataX)(j); - if (!IsNum(xnext)) - continue; - if ((xnext - x) > width) { - --j; - break; - } - if (!IsNum(ynext)) - continue; - sumX += xnext; - sum += ynext; - numAvg++; - } - ret << Pointf(sumX/numAvg, sum/numAvg); - if (j == GetCount()) - break; - i = j+1; - } - return ret; -} - -void DataSource::ZeroCrossing(Getdatafun getdataY, Getdatafun getdataX, bool ascending, bool descending, - Vector &zeros, Vector &ids) { - zeros.Clear(); - ids.Clear(); - - double y_prev = 0, x_prev = 0; - int i0; - for (i0 = 0; i0 < GetCount(); ++i0) { - y_prev = Membercall(getdataY)(i0); - x_prev = Membercall(getdataX)(i0); - if (IsNum(x_prev) && IsNum(y_prev)) - break; - } - for (int i = i0; i < GetCount(); ++i) { - double y = Membercall(getdataY)(i); - double x = Membercall(getdataX)(i); - if (!IsNum(x) || !IsNum(y)) - continue; - - if (((y >= 0 && y_prev < 0) && ascending) || ((y <= 0 && y_prev > 0) && descending)) { - ids << i; - zeros << (x_prev - (x - x_prev)*y_prev/(y - y_prev)); - } - x_prev = x; - y_prev = y; - } -} - -double DataSource::StdDev(Getdatafun getdata, double avg) { - double var = Variance(getdata, avg); - return !IsNum(var) ? Null : sqrt(var); -} - -double DataSource::SinEstim_Amplitude(double avg) { - return sqrt(2.*VarianceY(avg)); -} - -bool DataSource::SinEstim_FreqPhase(double &frequency, double &phase, double avg) { - if (GetCount() < 4) - return false; - if (!IsNum(avg)) - avg = AvgY(); - int64 firstId; - for (firstId = 0; firstId < GetCount(); ++firstId) - if (!!IsNum(x(firstId)) && !!IsNum(y(firstId))) - break; - bool firstIsToPositive = (y(firstId) - avg) < 0; - bool isPossitive = !firstIsToPositive; - double T = 0; - int numT = 0; - double lastZero = Null; - double firstZero = Null; - firstId++; - for (int64 id = firstId; id < GetCount(); ++id) { - if (!IsNum(x(id)) || !IsNum(y(id))) - continue; - if (((y(id) - avg) > 0) != isPossitive) { - isPossitive = !isPossitive; - double zero = x(id-1) - (y(id-1) - avg)*(x(id) - x(id-1))/(y(id) - y(id-1)); - if (!IsNum(lastZero)) - firstZero = zero; - else { - T += zero - lastZero; - numT++; - } - lastZero = zero; - } - } - if (T == 0 || numT == 0) - return false; - T = 2*T/numT; - frequency = 2*M_PI/T; - phase = -frequency*firstZero; - if (!firstIsToPositive) - phase += M_PI; - phase = phase - 2*M_PI*int(phase/(2*M_PI)); - if (phase > M_PI) - phase = phase - 2*M_PI; - if (phase < -M_PI) - phase = 2*M_PI + phase; - return true; -} - - -double CArray::znFixed(int n, int64 id) { - if (n == 0) - return zData[id]; - NEVER(); - return Null; -} - -Vector FFTSimple(VectorXd &data, double tSample, bool frequency, int type, - int window, int numOver) { - int numData = int(data.size()); - - double numDataFact = 0; - switch (window) { - case DataSource::HAMMING: - numDataFact = HammingWindow(data); - break; - case DataSource::COS: - numDataFact = CosWindow(data, numOver); - break; - default: numDataFact = numData; - } - Vector res; - VectorXcd freqbuf; - try { - FFT fft; - fft.SetFlag(fft.HalfSpectrum); - fft.fwd(freqbuf, data); - } catch(...) { - return res; - } - double threshold = 0; - if (type == DataSource::T_PHASE) { - for (int i = 0; i < int(freqbuf.size()); ++i) { - if (threshold < std::abs(freqbuf[i])) - threshold = std::abs(freqbuf[i]); - } - } - threshold /= 10000.; - if (frequency) { - for (int i = 0; i < int(freqbuf.size()); ++i) { - double xdata = i/(tSample*numData); - - switch (type) { - case DataSource::T_PHASE: - if (std::abs(freqbuf[i]) > threshold) - res << Pointf(xdata, std::arg(freqbuf[i])); - else - res << Pointf(xdata, 0); - break; - case DataSource::T_FFT: // Amplitude spectrum - res << Pointf(xdata, 2*std::abs(freqbuf[i])/numDataFact); break; - case DataSource::T_PSD: // Variance density spectrum - res << Pointf(xdata, 2*sqr(std::abs(freqbuf[i]))/(numDataFact/tSample)); // 1/2*FFT^2 - } - } - } else { - for (int i = int(freqbuf.size()) - 1; i > 0; --i) { - double xdata = (tSample*numData)/i; - - switch (type) { - case DataSource::T_PHASE: - if (std::abs(freqbuf[i]) > threshold) - res << Pointf(xdata, std::arg(freqbuf[i])); - else - res << Pointf(xdata, 0); - break; - case DataSource::T_FFT: - res << Pointf(xdata, 2*std::abs(freqbuf[i])/numDataFact); break; - case DataSource::T_PSD: - res << Pointf(xdata, 2*sqr(std::abs(freqbuf[i]))/(numDataFact/tSample)); - } - } - } - return res; -} - -Vector DataSource::FFT(Getdatafun getdata, double tSample, bool frequency, int type, - int window, int numSub, double overlapping) { - int numData = int(GetCount()); - - VectorXd data(numData); - int num = 0; - for (int i = 0; i < numData; ++i) { - double d = Membercall(getdata)(i); - if (!!IsNum(d)) { - data[i] = d; - num++; - } - } - numData = num; - - Vector res; - if (num < 3) - return res; - data.resize(numData); - double numOver; - - if (numSub == 1) { - numOver = numData*overlapping; - return FFTSimple(data, tSample, frequency, type, window, int(numOver)); - } else { // solve v t=2*(v-f*v/2) + (n-2)*(v-f*v) ==> v=t/(f + n -f*n) - double numDataPart = numData/(overlapping + numSub - overlapping*numSub); - int inumDataPart = int(numDataPart); - numOver = numDataPart*overlapping; - VectorXd dataPart(inumDataPart); - double izero = 0; - int izerod = 0; - Vector fft; - for (int iPart = 0; iPart < numSub; ++iPart) { - if (iPart > 0) { - izero += int(numDataPart - numOver); - izerod = int(izero); - } - for (int i = 0; i < inumDataPart; ++i) - dataPart[i] = data[izerod + i]; - Vector fftPart; - fftPart = FFTSimple(dataPart, tSample, frequency, type, window, int(numOver)); - if (iPart == 0) - fft = clone(fftPart); // pick() - else { - for (int i = 0; i < fftPart.GetCount(); ++i) { - fft[i].y += fftPart[i].y; - ASSERT(fft[i].x == fftPart[i].x); - } - } - } - for (int i = 0; i < fft.GetCount(); ++i) - fft[i].y /= numSub; - return fft; - } -} - -double DataSource::Integral(double from, double to, double n) { - double h = (to - from)/n; - double h_2 = h/2; - - double sum1 = 0, sum2 = 0; - for(int i = 0; i < n; i++) { - sum1 += f(from + h*i + h_2); - sum2 += f(from + h*i); - } - return h/6*(f(from) + f(to) + 4*sum1 + 2*sum2); -} - -double DataSource::Integral(Getdatafun getdataY, Getdatafun getdataX) { - double prevx = Membercall(getdataX)(0); - double prevy = Membercall(getdataY)(0); - double sum = 0; - for (int i = 1; i < GetCount(); ++i) { - double x = Membercall(getdataX)(i); - double y = Membercall(getdataY)(i); - sum += (x - prevx)*(y + prevy); - prevx = x; - prevy = y; - } - return sum/2; -} - -void DataSource::GetSpectralMoments(double from, double to, double n, bool frequency, - double &m_1, double &m0, double &m1, double &m2) { - if (!frequency) { - from = 1/to; - to = 1/from; - } - double h = (to - from)/n; - double h2 = h/2; - - double sum1_m_1 = 0, sum2_m_1 = 0; - double sum1_m0 = 0, sum2_m0 = 0; - double sum1_m1 = 0, sum2_m1 = 0; - double sum1_m2 = 0, sum2_m2 = 0; - double f1, f2, x1, x2; - for(int i = 0; i < n; i++) { - if (frequency) { - x1 = from + h*i + h2; - x2 = from + h*i; - f1 = f(x1); - f2 = f(x2); - } else { - x1 = 1/(from + h*i + h2); - x2 = 1/(from + h*i); - f1 = f(1/x1); - f2 = f(1/x2); - } - sum1_m_1 += f1/x1; - sum2_m_1 += f2/x2; - sum1_m0 += f1; - sum2_m0 += f2; - sum1_m1 += f1*x1; - sum2_m1 += f2*x2; - sum1_m2 += f1*x1*x1; - sum2_m2 += f2*x2*x2; - } - double f_from, f_to; - if (frequency) { - f_from = f(from); - f_to = f(to); - } else { - f_from = f(1/from); - f_to = f(1/to); - } - m_1 = h/6*(f_from/from + f_to/to + 4*sum1_m_1 + 2*sum2_m_1); - m0 = h/6*(f_from + f(to) + 4*sum1_m0 + 2*sum2_m0); - m1 = h/6*(f_from*from + f_to*to + 4*sum1_m1 + 2*sum2_m1); - m2 = h/6*(f_from*from*from + f_to*to*to + 4*sum1_m2 + 2*sum2_m2); -} - -void DataSource::GetSpectralMoments(Getdatafun getdataY, Getdatafun getdataX, bool frequency, - double &m_1, double &m0, double &m1, double &m2) { - double prevx = Membercall(getdataX)(0); - double Si_1 = Membercall(getdataY)(0); - m_1 = m0 = m1 = m2 = 0; - for (int i = 1; i < GetCount(); ++i) { - double x = Membercall(getdataX)(i); - double Si = Membercall(getdataY)(i); - - double deltaX; - double fi, fi_1; - if (frequency) { - fi = x; - fi_1 = prevx; - deltaX = fi - fi_1; - } else { - fi = 1/x; - fi_1 = 1/prevx; - deltaX = fi_1 - fi; - } - if (fi != 0 && fi_1 != 0) { - m_1 += (Si/fi + Si_1/fi_1)*deltaX; - m0 += (Si + Si_1)*deltaX; - m1 += (Si*fi + Si_1*fi_1)*deltaX; - m2 += (Si*fi*fi + Si_1*fi_1*fi_1)*deltaX; - } - prevx = x; - Si_1 = Si; - } - m_1 /= 2; - m0 /= 2; - m1 /= 2; - m2 /= 2; -} - -bool DataSource::SameX(DataSource &data) { - int64 num = GetCount(); - if (num == 0) - return false; - if (data.GetCount() != num) - return false; - for (int64 i = 0; i < num; ++i) { - if (data.x(i) != x(i)) - return false; - } - return true; -} - -Vector DataSource::SortData(Getdatafun getdata) { - Vector ret; - int count = 0; - for (int64 i = 0; i < GetCount(); ++i) { - double d = Membercall(getdata)(i); - if (IsNum(d)) { - ret << d; - count++; - } - } - if (count == 0) - return ret; - - Sort(ret); - - return ret; -} - -Vector DataSource::Percentile(Getdatafun getdata, double rate) { - ASSERT(rate >= 0 && rate <= 1); - Vector data = SortData(getdata); - int num = int(data.GetCount()*rate) + 1; - if (num < data.GetCount()) - data.Remove(num, data.GetCount()-num); - return data; -} - -double DataSource::PercentileVal(Getdatafun getdata, double rate) { - ASSERT(rate >= 0 && rate <= 1); - - Vector data = SortData(getdata); - int num = int(data.GetCount()*rate); - return LinearInterpolate(data.GetCount()*rate, num, num+1, data[num-1], data[num]); -} - -Vector DataSource::Derivative(Getdatafun getdataY, Getdatafun getdataX, int orderDer, int orderAcc) { - ASSERT(orderDer >= 1 && orderDer <= 2); - ASSERT(orderAcc == 2 || orderAcc == 4 || orderAcc == 6 || orderAcc == 8); - - int numData = int(GetCount()); - - VectorXd xv(numData), yv(numData); - for (int i = 0; i < numData; ++i) { - yv[i] = Membercall(getdataY)(i); - xv[i] = Membercall(getdataX)(i); - } - - CleanNANDupXSort(xv, yv, xv, yv); - Resample(xv, yv, xv, yv); - double from = xv[0]; - - // From https://en.wikipedia.org/wiki/Finite_difference_coefficient - double kernels1[4][9] = {{-1/2., 0, 1/2.}, - {1/12., -2/3., 0, 2/3., -1/12.}, - {-1/60., 3/20., -3/4., 0, 3/4., -3/20., 1/60.}, - {1/280., -4/105., 1/5., -4/5., 0., 4/5., -1/5., 4/105., -1/280.}}; - double kernels2[4][9] = {{1, -2, 1}, - {-1/12., 4/3., -5/2., 4/3., -1/12.}, - {1/90., -3/20., 3/2., -49/18., 3/2., -3/20., 1/90.}, - {-1/560., 8/315., -1/5., 8/5., -205/72., 8/5., -1/5., 8/315., -1/560.}}; - - int idkernel = orderAcc/2-1; - - Vector res; - - double factor; - VectorXd kernel; - double h = xv[1]-xv[0]; - if (orderDer == 1) { - factor = 1/h; - kernel = Map(kernels1[idkernel], orderAcc+1, 1); - } else if (orderDer == 2) { - factor = 1/h/h; - kernel = Map(kernels2[idkernel], orderAcc+1, 1); - } else - return res; - - VectorXd resE = Convolution(yv, kernel, factor); - - int nnumData = int(yv.size())-orderAcc; - res.SetCount(nnumData); - int frame = orderAcc/2 + 1; - for (int i = 0; i < nnumData; ++i) { - res[i].y = resE(i); - res[i].x = from + (i+frame)*h; - } - return res; -} - -bool SavitzkyGolay_CheckParams(int nleft, int nright, int deg, int der) { - return nleft >= 0 && nright >= 0 && der <= deg && nleft + nright >= deg; -} - -VectorXd SavitzkyGolay_Coeff(int nleft, int nright, int deg, int der) { - ASSERT(SavitzkyGolay_CheckParams(nleft, nright, deg, der)); - - int cols = deg + 1; - MatrixXd A(cols, cols); - - for(int ipj = 0; ipj <= (deg << 1); ipj++) { - double sum = ipj ? 0 : 1; - for(int k = 1; k <= nright; k++) - sum += pow(k, ipj); - for(int k = 1; k <= nleft; k++) - sum += pow(-k, ipj); - int mm = min(ipj, 2 * deg - ipj); - for(int imj = -mm; imj <= mm; imj += 2) - A((ipj+imj)/2, (ipj-imj)/2) = sum; - } - - MatrixXd At = A.transpose(); - VectorXd B(VectorXd::Zero(cols)); - B[der] = 1; - VectorXd y = (At * A).inverse() * (At * B); - - VectorXd coeff(nleft + nright + 1); - double factor = der > 0 ? pow(2, der-1) : 1; - coeff.setZero(); - int ic = 0; - for(int k = -nleft; k <= nright; k++) { - double sum = y[0]; - double fac = 1; - for(int mm = 1; mm <= deg; mm++) - sum += y[mm]*(fac *= k); - coeff[ic++] = sum*factor; - } - return coeff; -} - -bool SavitzkyGolay_Check(const VectorXd &coeff) { - double unity = coeff.sum(); - return abs(1-unity) < 0.0000001 || abs(unity) < 0.0000001; -} - -Vector DataSource::SavitzkyGolay(Getdatafun getdataY, Getdatafun getdataX, int deg, int size, int der) { - Vector res; - - int numData = int(GetCount()); - - VectorXd xv(numData), yv(numData); - for (int i = 0; i < numData; ++i) { - yv[i] = Membercall(getdataY)(i); - xv[i] = Membercall(getdataX)(i); - } - - CleanNANDupXSort(xv, yv, xv, yv); - Resample(xv, yv, xv, yv); - double from = xv[0]; - - VectorXd coeff = SavitzkyGolay_Coeff(size/2, size/2, deg, der); - if (!SavitzkyGolay_Check(coeff)) - return res; - - double h = xv[1]-xv[0]; - VectorXd resE = Convolution(yv, coeff, 1/pow(h, der)); - - int nnumData = int(yv.size())-size; - res.SetCount(nnumData); - int frame = size/2; - for (int i = 0; i < nnumData; ++i) { - res[i].y = resE(i); - res[i].x = from + (i+frame)*h; - } - return res; -} - -double LinearInterpolate(double x, const VectorXd &vecx, const VectorXd &vecy) { - ASSERT(vecx.size() > 1); - ASSERT(vecx.size() == vecy.size()); - return LinearInterpolate(x, vecx.data(), vecy.data(), vecx.size()); -} - -void Resample(const VectorXd &x, const VectorXd &y, VectorXd &rrx, VectorXd &rry, double srate) { - VectorXd rx, ry; - - double delta = x[x.size()-1] - x[0]; - if (!IsNum(srate)) - srate = delta/(x.size()-1); - int len = int(delta/srate) + 1; - rx.resize(len); - ry.resize(len); - for (int i = 0; i < len; ++i) { - rx[i] = x[0] + i*srate; - ry[i] = LinearInterpolate(rx[i], x, y); - } - rrx = pick(rx); - rry = pick(ry); -} - -void Resample(const VectorXd &x, const VectorXd &y, const VectorXd &z, - VectorXd &rrx, VectorXd &rry, VectorXd &rrz, double srate) { - VectorXd rx, ry, rz; - - double delta = x[x.size()-1] - x[0]; - if (!IsNum(srate)) - srate = delta/(x.size()-1); - int len = int(delta/srate) + 1; - rx.resize(len); - ry.resize(len); - rz.resize(len); - for (int i = 0; i < len; ++i) { - rx[i] = x[0] + i*srate; - ry[i] = LinearInterpolate(rx[i], x, y); - rz[i] = LinearInterpolate(rx[i], x, z); - } - rrx = pick(rx); - rry = pick(ry); - rrz = pick(rz); -} - -void FilterFFT(VectorXd &data, double T, double fromT, double toT) { - double samplingFrecuency = 1/T; - - size_t numData = data.size(); - VectorXcd freqbuf; - Eigen::FFT fft; - fft.SetFlag(fft.HalfSpectrum); - fft.fwd(freqbuf, data); - - for (int i = 0; i < freqbuf.size(); ++i) { - double freq = i*samplingFrecuency/numData; - double T = 1/freq; - if ((!IsNum(fromT) || T > fromT) && (!IsNum(toT) || T < toT)) - freqbuf[i] = 0; - } - fft.inv(data, freqbuf); -} - -Vector DataSource::FilterFFT(Getdatafun getdataY, Getdatafun getdataX, double fromT, double toT) { - Vector res; - ASSERT(!!IsNum(fromT) || !!IsNum(toT)); - if (!IsNum(fromT) && !IsNum(toT)) - return res; - - int numData = int(GetCount()); - - VectorXd xv(numData), yv(numData); - for (int i = 0; i < numData; ++i) { - yv[i] = Membercall(getdataY)(i); - xv[i] = Membercall(getdataX)(i); - } - - CleanNANDupXSort(xv, yv, xv, yv); - Resample(xv, yv, xv, yv); - double from = xv[0]; - double T = xv[1]-xv[0]; - - Upp::FilterFFT(yv, T, fromT, toT); - int nnumData = int(yv.size()); - res.SetCount(nnumData); - for (int i = 0; i < nnumData; ++i) { - res[i].x = from + i*T; - res[i].y = yv[i]; - } - return res; -} - -void ExplicitData::Init(Function _funz, double _minX, double _maxX, double _minY, double _maxY) { - ASSERT(maxX >= minX && maxY >= minY); - this->funz = _funz; - this->minX = _minX; - this->maxX = _maxX; - this->minY = _minY; - this->maxY = _maxY; - - minZ = std::numeric_limits::max(); - maxZ = std::numeric_limits::lowest(); - double deltax = (_maxX - _minX)/100.; - double deltay = (_maxY - _minY)/100.; - for (double x = _minX; x <= _maxX; x += deltax) { - for (double y = _minY; y <= _maxY; y += deltay) { - double z = _funz(x, y); - if (!!IsNum(z)) { - minZ = min(minZ, z); - maxZ = max(maxZ, z); - } - } - } -} - -int FindClosest(Pointf &p, Vector &points, double deltaX, double deltaY, double &d) { - double dxmin = std::numeric_limits::max(); - double dymin = std::numeric_limits::max(); - int imin = -1; - for (int i = 0; i < points.GetCount(); ++i) { - double dx = abs(p.x - points[i].x); - double dy = abs(p.y - points[i].y); - if (dx*dx + dy*dy < dxmin*dxmin + dymin*dymin) { - dxmin = dx; - dymin = dy; - imin = i; - } - } - if ((dxmin > deltaX*1.00000000001) || (dymin > deltaY*1.00000000001)) - return Null; - d = sqrt(dxmin*dxmin + dymin*dymin); - return imin; -} - -Vector DataSourceSurf::GetIsolines(const Vector &vals, const Rectf &area, double deltaX, double deltaY) { - Vector isolines; - for (int i = 0; i < vals.GetCount(); ++i) { - if (i > 0) - isolines << Null; - Vector isoaux = GetIsoline(vals[i], area, deltaX, deltaY); - isolines.Append(isoaux); - } - return isolines; -} - -Vector DataSourceSurf::GetIsoline(double thres, const Rectf &area, double deltaX, double deltaY) { - Vector zp; - - int width = (int)(area.GetWidth()/deltaX) + 1; - int height = -(int)(area.GetHeight()/deltaY) + 1; - zp.SetCount(width*height); - int iy = 0; - for (double y = area.bottom; iy < height; y += deltaY, iy++) { - int ix = 0; - for (double x = area.left; ix < width; x += deltaX, ix++) - zp[ix + iy*width] = z(x, y); - } - - Vector points; - for (int iy = 0; iy < height; iy++) { - for (int ix = 0; ix < width-1; ix++) { - double z0 = zp[ix + iy*width]; - double z1 = zp[ix+1 + iy*width]; - if (!IsNum(z0) || !IsNum(z1)) - continue; - if ((z1 > thres && z0 <= thres) || (z0 > thres && z1 <= thres)) { - double delta = abs(thres - z0)/abs(z1 - z0); - points << Pointf(area.left + (ix + delta)*deltaX, area.bottom + iy*deltaY); - } - } - } - for (int ix = 0; ix < width; ix++) { - for (int iy = 0; iy < height-1; iy++) { - double z0 = zp[ix + iy*width]; - double z1 = zp[ix + (iy+1)*width]; - if (!IsNum(z0) || !IsNum(z1)) - continue; - if ((z1 > thres && z0 <= thres) || (z0 > thres && z1 <= thres)) { - double delta = abs(thres - z0)/abs(z1 - z0); - points << Pointf(area.left + ix*deltaX, area.bottom + (iy + delta)*deltaY); - } - } - } - if (points.IsEmpty()) - return points; - - Vector isoline; - isoline << points[0]; - points.Remove(0); - while (!points.IsEmpty()) { - int imin; - double dt, d0; - int iminT = FindClosest(isoline.Top(), points, deltaX, deltaY, dt); - int imin0 = FindClosest(isoline[0], points, deltaX, deltaY, d0); - if (!IsNum(iminT) && !IsNum(imin0)) { - isoline << Null; - imin = 0; - } else if (!IsNum(iminT)) { - Reverse(isoline); - imin = imin0; - } else if (!IsNum(imin0)) - imin = iminT; - else { - if (dt > d0) { - Reverse(isoline); - imin = imin0; - } else - imin = iminT; - } - isoline << points[imin]; - points.Remove(imin); - } - return isoline; -} - -Pointf Intersection(Pointf &a, Pointf &b, Pointf &c, Pointf &d) { - // Line AB represented as a1x + b1y = c1 - double a1 = b.y - a.y; - double b1 = a.x - b.x; - double c1 = a1*(a.x) + b1*(a.y); - - // Line CD represented as a2x + b2y = c2 - double a2 = d.y - c.y; - double b2 = c.x - d.x; - double c2 = a2*(c.x)+ b2*(c.y); - - double det = a1*b2 - a2*b1; - - if (det == 0) // Parallel - return Null; - else { - double x = (b2*c1 - b1*c2)/det; - double y = (a1*c2 - a2*c1)/det; - return Pointf(x, y); - } -} - -Pointf SegIntersection(Pointf &a, Pointf &b, Pointf &c, Pointf &d) { - Pointf inter = Intersection(a, b, c, d); - if (IsNull(inter)) - return Null; - if (((a.x <= inter.x && b.x >= inter.x) || (b.x <= inter.x && a.x >= inter.x)) && - ((a.y <= inter.y && b.y >= inter.y) || (b.y <= inter.y && a.y >= inter.y)) && - ((c.x <= inter.x && d.x >= inter.x) || (d.x <= inter.x && c.x >= inter.x)) && - ((c.y <= inter.y && d.y >= inter.y) || (d.y <= inter.y && c.y >= inter.y))) - return inter; - else - return Null; -} - -Vector Intersection(Vector &poly1, Vector &poly2) { - Vector listInter; - for (int i1 = 0; i1 < poly1.GetCount() - 1; ++i1) { - for (int i2 = 0; i2 < poly2.GetCount() - 1; ++i2) { - Pointf inter = SegIntersection(poly1[i1], poly1[i1+1], poly2[i2], poly2[i2+1]); - if (!IsNull(inter)) { - bool found = false; - for (int i = 0; i < listInter.GetCount(); ++i) { - if (abs((inter.x - listInter[i].x)/inter.x) < 0.000001 && - abs((inter.y - listInter[i].y)/inter.y) < 0.000001) { - found = true; - break; - } - } - if (!found) - listInter << inter; - } - } - } - return listInter; -} - -void Simplify(Vector &poly, double dx, double dy) { - for (int i = 1; i < poly.GetCount(); ++i) { - if (abs(poly[i].x - poly[i-1].x) < dx && abs(poly[i].y - poly[i-1].y) < dy) { - poly.Remove(i, 1); - i--; - } - } -} - -} diff --git a/uppsrc/ScatterDraw/DataSource.h b/uppsrc/ScatterDraw/DataSource.h deleted file mode 100644 index 63079393e..000000000 --- a/uppsrc/ScatterDraw/DataSource.h +++ /dev/null @@ -1,1423 +0,0 @@ -#ifndef _ScatterDraw_DataSource_h_ -#define _ScatterDraw_DataSource_h_ - -#include -#include - -namespace Upp { - -#define Membercall(fun) (this->*fun) - -bool IsNum(double n); -bool IsNum(int n); - -class DataSource : public Pte { -public: - typedef double (DataSource::*Getdatafun)(int64 id); - - DataSource() : isParam(false), isExplicit(false) {} - virtual ~DataSource() noexcept {magic = 4321234;} - virtual double y(int64 ) = 0; - virtual double x(int64 ) = 0; - virtual double znx(int , int64 ) const {NEVER(); return Null;} - virtual double zny(int , int64 ) const {NEVER(); return Null;} - virtual double znFixed(int , int64 ) {NEVER(); return Null;} - virtual double y(double ) {NEVER(); return Null;} - virtual double x(double ) {NEVER(); return Null;} - virtual double f(double ) {NEVER(); return Null;} - virtual double f(Vector ) {NEVER(); return Null;} - virtual int64 GetCount() const = 0; - bool IsEmpty() const {return GetCount() == 0;} - virtual int GetznxCount(int64 ) const {return 0;} - virtual int GetznyCount(int64 ) const {return 0;} - virtual int GetznFixedCount() const {return 0;} - bool IsParam() const {return isParam;} - bool IsExplicit() const {return isExplicit;} - - void SetDestructor(Function _OnDestructor) {OnDestructor = _OnDestructor;} - - template - void Copy(Getdatafun getdata, Range &out) { - Resize(out, GetCount()); - int n = 0; - for (int64 i = 0; i < GetCount(); ++i) { - double d = Membercall(getdata)(i); - if (IsNum(d)) - out[n++] = d; - } - ResizeConservative(out, n); - } - template - void Copy(Getdatafun getdata0, Getdatafun getdata1, Range &out0, Range &out1) { - Resize(out0, GetCount()); - Resize(out1, GetCount()); - int n = 0; - for (int64 i = 0; i < GetCount(); ++i) { - double d0 = Membercall(getdata0)(i); - double d1 = Membercall(getdata1)(i); - if (IsNum(d0) && IsNum(d1)) { - out0[n] = d0; - out1[n] = d1; - n++; - } - } - ResizeConservative(out0, n); - ResizeConservative(out1, n); - } - template - void Copy(Getdatafun getdata0, Getdatafun getdata1, Getdatafun getdata2, Range &out0, Range &out1, Range &out2) { - Resize(out0, GetCount()); - Resize(out1, GetCount()); - Resize(out2, GetCount()); - int n = 0; - for (int64 i = 0; i < GetCount(); ++i) { - double d0 = Membercall(getdata0)(i); - double d1 = Membercall(getdata1)(i); - double d2 = Membercall(getdata2)(i); - if (IsNum(d0) && IsNum(d1) && IsNum(d2)) { - out0[n] = d0; - out1[n] = d1; - out2[n] = d2; - n++; - } - } - ResizeConservative(out0, n); - ResizeConservative(out1, n); - ResizeConservative(out2, n); - } - - double MinY(int64& id) {return Min(&DataSource::y, id);} - double MinY() {int64 dummy; return Min(&DataSource::y, dummy);} - double MinX(int64& id) {return Min(&DataSource::x, id);} - double MinX() {int64 dummy; return Min(&DataSource::x, dummy);} - - double MaxY(int64& id) {return Max(&DataSource::y, id);} - double MaxY() {int64 dummy; return Max(&DataSource::y, dummy);} - double MaxX(int64& id) {return Max(&DataSource::x, id);} - double MaxX() {int64 dummy; return Max(&DataSource::x, dummy);} - - double IsSortedY() {return IsSorted(&DataSource::y);} - double IsSortedX() {return IsSorted(&DataSource::x);} - - int64 Closest(double x,double y){return Closest(&DataSource::x, &DataSource::y, x, y);} - int64 ClosestY(double d) {return Closest(&DataSource::y, d);} - int64 ClosestX(double d) {return Closest(&DataSource::x, d);} - double AvgY() {return Avg(&DataSource::y);} - double AvgX() {return Avg(&DataSource::x);} - double RMSY() {return RMS(&DataSource::y);} - double StdDevY(double avg = Null) {return StdDev(&DataSource::y, avg);} - double StdDevX(double avg = Null) {return StdDev(&DataSource::x, avg);} - double VarianceY(double avg = Null) {return Variance(&DataSource::y, avg);} - Vector UpperEnvelopeY(double width) {return UpperEnvelope(&DataSource::y, &DataSource::x, width);} - Vector LowerEnvelopeY(double width) {return LowerEnvelope(&DataSource::y, &DataSource::x, width);} - Vector CumulativeY() {return Cumulative(&DataSource::y, &DataSource::x);} - Vector CumulativeAverageY() {return CumulativeAverage(&DataSource::y, &DataSource::x);} - Vector MovingAverageY(double width) {return MovingAverage(&DataSource::y, &DataSource::x, width);} - Vector SectorAverageY(double width) {return SectorAverage(&DataSource::y, &DataSource::x, width);} - void MaxListY(Vector &id, double width) {MaxList(&DataSource::y, &DataSource::x, id, width);} - Pointf MaxSubDataImpY(int64 maxId, int width) {return MaxSubDataImp(&DataSource::y, &DataSource::x, maxId, width);} - void ZeroCrossingY(bool ascending, bool descending, Vector &zeros, Vector &ids) { - return ZeroCrossing(&DataSource::y, &DataSource::x, ascending, descending, zeros, ids);} - double IntegralY() {return Integral(&DataSource::y, &DataSource::x);} - double IntegralY(double from, double to, double n) {return Integral(from, to, n);} - - enum FFT_WINDOW {NO_WINDOW = 0, HAMMING, COS}; - enum FFT_TYPE {T_FFT = 0, T_PHASE, T_PSD}; - - Upp::Vector FFTY(double tSample, bool frequency = false, int type = FFT_TYPE::T_FFT, - int window = FFT_WINDOW::HAMMING, int numSub = 1, double overlapping = 0) { - return FFT(&DataSource::y, tSample, frequency, type, window, numSub, overlapping);} - static int GetFFTWindowCount() {return 3;} - static const char *GetFFTWindowStr(int i) { - const char *str[] = {"no window", "hamming", "cos"}; - if (i < 0 || i >= GetFFTWindowCount()) - return 0; - return str[i]; - } - void GetSpectralMomentsY(double from, double to, double n, bool frequency, - double &m_1, double &m0, double &m1, double &m2) - {GetSpectralMoments(from, to, n, frequency, m_1, m0, m1, m2);} - void GetSpectralMomentsY(bool frequency, double &m_1, double &m0, double &m1, double &m2) - {GetSpectralMoments(&DataSource::y, &DataSource::x, frequency, m_1, m0, m1, m2);} - - Vector SortDataY() {return SortData(&DataSource::y);} - Vector PercentileY(double rate) {return Percentile(&DataSource::y, rate);} - double PercentileValY(double rate) {return PercentileVal(&DataSource::y, rate);} - - Vector DerivativeY(int orderDer, int orderAcc) {return Derivative(&DataSource::y, &DataSource::x, orderDer, orderAcc);} - Vector SavitzkyGolayY(int deg, int size, int der) {return SavitzkyGolay(&DataSource::y, &DataSource::x, deg, size, der);} - Vector FilterFFTY(double fromT, double toT) {return FilterFFT(&DataSource::y, &DataSource::x, fromT, toT);} - - double Min(Getdatafun getdata, int64& id); - double Max(Getdatafun getdata, int64& id); - double Avg(Getdatafun getdata); - int64 Closest(Getdatafun getdata, double d); - int64 Closest(Getdatafun getdataX, Getdatafun getdataY, double x, double y); - double IsSorted(Getdatafun getdata); - double RMS(Getdatafun getdata); - double StdDev(Getdatafun getdata, double avg = Null); - double Variance(Getdatafun getdata, double avg = Null); - Vector UpperEnvelope(Getdatafun getdataY, Getdatafun getdataX, double width); - Vector LowerEnvelope(Getdatafun getdataY, Getdatafun getdataX, double width); - Vector Cumulative(Getdatafun getdataY, Getdatafun getdataX); - Vector CumulativeAverage(Getdatafun getdataY, Getdatafun getdataX); - Vector MovingAverage(Getdatafun getdataY, Getdatafun getdataX, double width); - Vector SectorAverage(Getdatafun getdataY, Getdatafun getdataX, double width); - void MaxList(Getdatafun getdataY, Getdatafun getdataX, Vector &id, double width); - Pointf MaxSubDataImp(Getdatafun getdataY, Getdatafun getdataX, int64 maxId, int64 width); - void ZeroCrossing(Getdatafun getdataY, Getdatafun getdataX, bool ascending, bool descending, - Vector &zeros, Vector &ids); - double Integral(Getdatafun getdataY, Getdatafun getdataX); - double Integral(double from, double to, double n); - - double SinEstim_Amplitude(double avg = Null); - bool SinEstim_FreqPhase(double &frequency, double &phase, double avg = Null); - Vector FFT(Getdatafun getdata, double tSample, bool frequency = false, - int type = FFT_TYPE::T_FFT, int window = FFT_WINDOW::HAMMING, - int numSub = 1, double overlapping = 0); - void GetSpectralMoments(double from, double to, double n, bool frequency, - double &m_1, double &m0, double &m1, double &m2); - void GetSpectralMoments(Getdatafun getdataY, Getdatafun getdataX, bool frequency, - double &m_1, double &m0, double &m1, double &m2); - bool SameX(DataSource &data); - Vector SortData(Getdatafun getdata); - Vector Percentile(Getdatafun getdata, double rate); - double PercentileVal(Getdatafun getdata, double rate); - Vector Derivative(Getdatafun getdataY, Getdatafun getdataX, int orderDer, int orderAcc); - Vector SavitzkyGolay(Getdatafun getdataY, Getdatafun getdataX, int deg, int size, int der); - Vector FilterFFT(Getdatafun getdataY, Getdatafun getdataX, double fromT, double toT); - - bool IsMagic() {return magic == 1234321;} // Temporal use, just for testing - -protected: - bool isParam, isExplicit; - -private: - Function OnDestructor; - Vector Envelope(Getdatafun getdataY, Getdatafun getdataX, double width, Function Fun); - int magic = 1234321; -}; - -class DataXRange : public DataSource { -private: - DataSource *data; - double xHigh, xLow; - int count; - -public: - DataXRange() : data(0), count(1000) {} - DataXRange(DataSource &_data, double _xLow, double _xHigh) {Init(_data, _xLow, _xHigh);} - void Init(DataSource &_data, double _xLow, double _xHigh) { - data = &_data; - isExplicit = _data.IsExplicit(); - isParam = _data.IsParam(); - xLow = _xLow; - xHigh = _xHigh; - count = 1000; - } - void SetCount(int _count) {count = _count;} - void SetXLow(double _xLow) {xLow = _xLow;} - void SetXHigh(double _xHigh){xHigh = _xHigh;} - bool Check(int64 id) const { - double x = data->x(id); - if (IsNum(xHigh) && xHigh < x) - return false; - if (IsNum(xLow) && xLow > x) - return false; - return true; - } - virtual inline double y(int64 id) { - if (isExplicit) - return f(xLow + id*(xHigh - xLow)/double(count - 1)); - else - return Check(id) ? data->y(id) : Null; - } - virtual inline double x(int64 id) { - if (isExplicit) - return xLow + id*(xHigh - xLow)/double(count - 1); - else - return Check(id) ? data->x(id) : Null; - } - virtual inline double x(double t) { - double x = data->x(t); - if (IsNum(xHigh) && xHigh < x) - return Null; - if (IsNum(xLow) && xLow > x) - return Null; - return x; - } - virtual double f(double x) { - if (IsNum(xHigh) && xHigh < x) - return Null; - if (IsNum(xLow) && xLow > x) - return Null; - return data->f(x); - } - virtual double MinX() {return xLow;} - virtual double MaxX() {return xHigh;} - virtual inline int64 GetCount() const { - if (isExplicit) - return count; - return data->GetCount(); - } -}; - -class DataTranslateScale : public DataSource { -private: - DataSource *data; - double shiftX, shiftY; - double multX, multY; - int count; - -public: - DataTranslateScale() : data(0), count(1000) {} - DataTranslateScale(DataSource &_data, double _shiftX, double _multX, double _shiftY, double _multY) { - Init(_data, _shiftX, _multX, _shiftY, _multY); - } - void Init(DataSource &_data, double _shiftX, double _multX, double _shiftY, double _multY) { - data = &_data; - isExplicit = _data.IsExplicit(); - isParam = _data.IsParam(); - shiftX = _shiftX; - shiftY = _shiftY; - multX = _multX; - multY = _multY; - count = 1000; - } - void SetCount(int _count) {count = _count;} - void SetShiftX(double _shiftX) {shiftX = _shiftX;} - void SetShiftY(double _shiftY) {shiftY = _shiftY;} - void SetMultX(double _multX) {multX = _multX;} - void SetMultY(double _multY) {multY = _multY;} - /*virtual inline double y(int64 id) { - if (isExplicit) - return f(id)*multY + shiftY; - else - return data->y(id)*multY + shiftY; - }*/ - virtual inline double x(double t) { - return data->x(t)*multX + shiftX; - } - virtual double f(double x) { - return data->f(x)*multY + shiftY; - } - virtual inline int64 GetCount() const { - if (isExplicit) - return count; - return data->GetCount(); - } -}; - -class DataReverse : public DataSource { -private: - DataSource *data; - -public: - DataReverse() : data(0) {} - DataReverse(DataSource &_data) {Init(_data);} - void Init(DataSource *_data) {Init(*_data);} - void Init(DataSource &_data) { - ASSERT(!_data.IsExplicit() && !_data.IsParam()); - data = &_data; - } - virtual inline double y(int64 id) {return data->y(GetCount() - id - 1);} - virtual inline double x(int64 id) {return data->x(GetCount() - id - 1);} - virtual int64 GetCount() const {return data->GetCount();} -}; - -class DataReverseX : public DataSource { -private: - DataSource *data; - -public: - DataReverseX() : data(0) {} - DataReverseX(DataSource &_data) {Init(_data);} - void Init(DataSource &_data) { - ASSERT(!_data.IsExplicit() && !_data.IsParam()); - data = &_data; - } - virtual inline double y(int64 id) {return data->y(id);} - virtual inline double x(int64 id) {return data->x(GetCount() - id - 1);} - virtual int64 GetCount() const {return data->GetCount();} -}; - -class DataAppend : public DataSource { -protected: - DataSource *data1, *data2; - -public: - DataAppend() : data1(0), data2(0) {} - DataAppend(DataSource &_data1, DataSource &_data2) {Init(_data1, _data2);} - void Init(DataSource &_data1, DataSource &_data2) { - ASSERT(!_data1.IsExplicit() && !_data1.IsParam() && !_data2.IsExplicit() && !_data2.IsParam()); - data1 = &_data1; - data2 = &_data2; - } - virtual inline double y(int64 id) { - int64 count1 = data1->GetCount(); - if (id < count1) - return data1->y(id); - return data2->y(id - count1); - } - virtual inline double x(int64 id) { - int64 count1 = data1->GetCount(); - if (id < count1) - return data1->x(id); - return data2->x(id - count1); - } - virtual int64 GetCount() const {return data1->GetCount() + data2->GetCount();} -}; - -class DataRange : public DataAppend { -public: - DataRange() : DataAppend() {} - DataRange(DataSource &_data1, DataSource &_data2) {Init(_data1, _data2);} - void Init(DataSource &_data1, DataSource &_data2) { - ASSERT(!_data1.IsExplicit() && !_data1.IsParam() && !_data2.IsExplicit() && !_data2.IsParam()); - data1 = &_data1; - rev.Init(_data2); - data2 = &rev; - } -private: - DataReverse rev; -}; - -class DataStackedY { -public: - DataStackedY() : is100(false) {} - void Set100(bool _is100) {is100 = _is100;} - DataStackedY &Add(DataSource &data) { - EachDataStackedY &each = eachData.Add(); - each.Init(data, eachData.GetCount() -1, this); - return *this; - } - double Get100Y(int index, int64 id) { - double acc = 0; - for (int i = 0; i < eachData.GetCount(); ++i) - acc += eachData[i].RealY(id); - if (acc == 0) - return 0; - else - return 100*eachData[index].RealY(id)/acc; - } - double GetY(int index, int64 id) { - double res = 0; - for (int i = 0; i <= index; ++i) { - if (is100) - res += Get100Y(i, id); - else - res += eachData[i].RealY(id); - } - return res; - } - - class EachDataStackedY : public DataSource { - public: - EachDataStackedY() {} - void Init(DataSource &_data, int _index, DataStackedY *_parent) { - ASSERT(!_data.IsExplicit() && !_data.IsParam()); - this->data = &_data; - this->index = _index; - this->parent = _parent; - } - virtual inline double y(int64 id) { - return parent->GetY(index, id); - } - double RealY(int64 id) { - return data->y(id); - } - virtual inline double x(int64 id) { - return data->x(id); - } - virtual int64 GetCount() const { - return data->GetCount(); - } - private: - DataSource *data = 0; - int index = -1; - DataStackedY *parent = 0; - }; - - EachDataStackedY &Get(int id) {return eachData[id];} - -protected: - Array eachData; - bool is100; -}; - -class CArray : public DataSource { -private: - const double *yData, *xData, *zData; - int64 numData; - double x0, deltaX; - -public: - CArray(const double *_yData, int _numData, double _x0, double _deltaX) : yData(_yData), numData(_numData), x0(_x0), deltaX(_deltaX) {xData = NULL;} - CArray(const double *_xData, const double *_yData, int _numData) : xData(_xData), yData(_yData), numData(_numData) {zData = nullptr; x0 = deltaX = 0;} - CArray(const double *_xData, const double *_yData, const double *_zData, int _numData) : xData(_xData), yData(_yData), zData(_zData), numData(_numData) {x0 = deltaX = 0;} - virtual inline double y(int64 id) {return yData[ptrdiff_t(id)];} - virtual inline double x(int64 id) {return xData ? xData[ptrdiff_t(id)] : id*deltaX + x0;} - virtual double znFixed(int n, int64 id); - virtual int GetznFixedCount() const {return 1;} - virtual inline int64 GetCount() const {return numData;} -}; - -class EigenVector : public DataSource { -private: - const Eigen::VectorXd *xData, *yData, *zData; - double x0, deltaX; - -public: - EigenVector(const Eigen::VectorXd &_yData, double _x0, double _deltaX) : yData(&_yData), x0(_x0), deltaX(_deltaX) {xData = nullptr;} - EigenVector(const Eigen::VectorXd &_xData, const Eigen::VectorXd &_yData) : xData(&_xData), yData(&_yData) { - ASSERT(_xData.size() == _yData.size()); - zData = nullptr; - x0 = deltaX = 0; - } - EigenVector(const Eigen::VectorXd &_xData, const Eigen::VectorXd &_yData, const Eigen::VectorXd &_zData) : xData(&_xData), yData(&_yData), zData(&_zData) { - ASSERT(_xData.size() == _yData.size() && _xData.size() == _zData.size()); - x0 = deltaX = 0; - } - virtual inline double x(int64 id) {return xData ? (*xData)(Eigen::Index(id)) : id*deltaX + x0;} - virtual inline double y(int64 id) {return (*yData)(Eigen::Index(id));} - virtual double znFixed(int n, int64 id) { - if (n == 0) - return (*zData)(Eigen::Index(id)); - NEVER(); - return Null; - } - virtual int GetznFixedCount() const {return 1;} - virtual inline int64 GetCount() const {return yData->size();} -}; - -template -class VectorY : public DataSource { -private: - const Vector *yData; - double x0, deltaX; - -public: - VectorY() : yData(0), x0(0), deltaX(0) {} - VectorY(const Vector &_yData, double _x0 = 0, double _deltaX = 1) {Init(_yData, _x0, _deltaX);} - void Init(const Vector &_yData, double _x0 = 0, double _deltaX = 1) { - this->yData = &_yData; - this->x0 = _x0; - this->deltaX = _deltaX; - } - virtual inline double y(int64 id) {return (*yData)[int(id)];} - virtual inline double x(int64 id) {return id*deltaX + x0;} - virtual inline int64 GetCount() const {return yData->GetCount();} - virtual double MinX() {return x0;} - virtual double MaxX() {return x0 + (yData->GetCount() - 1)*deltaX;} - virtual double AvgX() {return x0 + ((yData->GetCount() - 1)*deltaX)/2.;} -}; - -template -class ArrayY : public DataSource { -private: - const Upp::Array *yData = 0; - double x0 = 0, deltaX = 0; - -public: - ArrayY() {} - ArrayY(const Upp::Array &_yData, double _x0 = 0, double _deltaX = 1) {Init(_yData, _x0, _deltaX);} - void Init(const Upp::Array &_yData, double _x0 = 0, double _deltaX = 1) { - this->yData = &_yData; - this->x0 = _x0; - this->deltaX = _deltaX; - } - virtual inline double y(int64 id) {return (*yData)[ptrdiff_t(id)];} - virtual inline double x(int64 id) {return id*deltaX + x0;} - virtual inline int64 GetCount() const {return yData->GetCount();} - virtual double MinX() {return x0;} - virtual double MaxX() {return x0 + yData->GetCount()*deltaX;} - virtual double AvgX() {return (x0 + yData->GetCount()*deltaX)/2.;} -}; - -template -class VectorVectorY : public DataSource { -private: - const Vector > *data = 0; - bool useRows = true; - int idx = 0, idy = 1; - Vector idsx, idsy, idsFixed; - int beginData = 0; - int numData = Null; - -public: - VectorVectorY() {} - VectorVectorY(const Vector > &_data, int _idx, int _idy, - const Vector &_idsx, const Vector &_idsy, const Vector &_idsFixed, - bool _useRows = true, int _beginData = 0, int _numData = Null) { - Init(_data, _idx, _idy, _idsx, _idsy, _idsFixed, _useRows, _beginData, _numData); - } - void Init(const Vector > &_data, int _idx, int _idy, const Vector &_idsx, const Vector &_idsy, - const Vector &_idsFixed, bool _useRows = true, int _beginData = 0, int _numData = Null) { - this->data = &_data; - this->useRows = _useRows; - - this->idx = _idx; - this->idy = _idy; - this->idsx = clone(_idsx); - this->idsy = clone(_idsy); - this->idsFixed = clone(_idsFixed); - this->beginData = _beginData; - this->numData = _numData; - if (IsNull(_numData)) { - if (!_useRows) { - if (_data.IsEmpty()) - this->numData = 0; - else - this->numData = _data[0].GetCount() - _beginData; - } else - this->numData = _data.GetCount() - _beginData; - } - } - void Init(const Vector > &_data, int _idx, int _idy, bool _useRows = true, int _beginData = 0, int _numData = Null) { - static Vector idsVoid; - Init(_data, _idx, _idy, idsVoid, idsVoid, idsVoid, _useRows, _beginData, _numData); - } - virtual inline double y(int64 id) { - if (!IsNull(idy) && idy >= 0) { - if (useRows) { - if ((*data)[beginData + int(id)].GetCount() <= idy) - return Null; - return (*data)[beginData + int(id)][idy]; - } else { - if ((*data)[idy].GetCount() <= beginData + int(id)) - return Null; - return (*data)[idy][beginData + int(id)]; - } - } else { - if (GetznyCount(id) == 0) - return Null; - double ret = 0; - for (int i = 0; i < GetznyCount(id); ++i) - ret += zny(i, id); - return ret/GetznyCount(id); - } - } - virtual inline double x(int64 id) {return useRows ? (*data)[beginData + int(id)][idx] : (*data)[idx][beginData + int(id)];} - virtual inline int64 GetCount() const {return numData;}; - virtual double znx(int n, int64 id) const { - return useRows ? (*data)[beginData + int(id)][idsx[n]] : (*data)[idsx[n]][beginData + int(id)];} - virtual double zny(int n, int64 id) const { - if (!IsNull(idy) && idy < 0) - return useRows ? (*data)[beginData + int(id)][n - idy] : (*data)[n - idy][beginData + int(id)]; - return useRows ? (*data)[beginData + int(id)][idsy[n]] : (*data)[idsy[n]][beginData + int(id)]; - } - virtual double znFixed(int n, int64 id) {return useRows ? (*data)[beginData + int(id)][idsFixed[n]] : (*data)[idsFixed[n]][beginData + int(id)];} - virtual int GetznxCount(int64) const { - return idsx.GetCount();} - virtual int GetznyCount(int64 id) const { - if (!IsNull(idy) && idy < 0) - return (useRows ? (*data)[beginData + int(id)].GetCount() : (*data).GetCount()) + idy; - return idsy.GetCount(); - } - virtual int GetznFixedCount() const {return idsFixed.GetCount();} -}; - -class VectorXY : public DataSource { -private: - const Vector *xData, *yData; - -public: - VectorXY(const Vector &_xData, const Vector &_yData) : xData(&_xData), yData(&_yData) {} - virtual inline double x(int64 id) {return (*xData)[int(id)];} - virtual inline double y(int64 id) {return (*yData)[int(id)];} - virtual inline int64 GetCount() const {return min(xData->GetCount(), yData->GetCount());} -}; - -class ArrayXY : public DataSource { -private: - const Upp::Array *xData, *yData; - -public: - ArrayXY(const Upp::Array &_xData, const Upp::Array &_yData) : xData(&_xData), yData(&_yData) {} - virtual inline double x(int64 id) {return (*xData)[int(id)];} - virtual inline double y(int64 id) {return (*yData)[int(id)];} - virtual inline int64 GetCount() const {return min(xData->GetCount(), yData->GetCount());} -}; - -class VectorPointf : public DataSource { -private: - const Vector *data; - -public: - VectorPointf() : data(0) {} - VectorPointf(const Vector &_data) {Init(&_data);} - VectorPointf(Vector *_data) {Init(_data);} - void Init(const Vector *_data) {data = _data;} - void Init(const Vector &_data) {data = &_data;} - virtual inline double y(int64 id) {return (*data)[int(id)].y;} - virtual inline double x(int64 id) {return (*data)[int(id)].x;} - virtual inline int64 GetCount() const {return data->GetCount();} -}; - -class ArrayPointf : public DataSource { -private: - const Upp::Array *data; - -public: - ArrayPointf(const Upp::Array &_data) : data(&_data) {} - virtual inline double y(int64 id) {return (*data)[int(id)].y;} - virtual inline double x(int64 id) {return (*data)[int(id)].x;} - virtual inline int64 GetCount() const {return data->GetCount();} -}; - -template -class VectorMapXY : public DataSource { -private: - const VectorMap *data; - -public: - VectorMapXY(const VectorMap &_data) : data(&_data) {} - virtual inline double y(int64 id) {return (*data)[int(id)];} - virtual inline double x(int64 id) {return (*data).GetKey(int(id));} - virtual inline int64 GetCount() const {return data->GetCount();} -}; - -template -class ArrayMapXY : public DataSource { -private: - const ArrayMap *data; - -public: - ArrayMapXY(const ArrayMap &_data) : data(&_data) {} - virtual inline double y(int64 id) {return (*data)[int(id)];} - virtual inline double x(int64 id) {return (*data).GetKey(int(id));} - virtual inline int64 GetCount() const {return data->GetCount();} -}; - -class FuncSource : public DataSource { -protected: - Function function; - -public: - FuncSource() {isExplicit = true;} - FuncSource(Function _function) : function(_function) {isExplicit = true;} - virtual inline double f(double x) {return function(x);} - virtual double x(int64 ) {NEVER(); return Null;} - virtual double y(int64 ) {NEVER(); return Null;} - virtual inline int64 GetCount() const {return 0;} -}; - -class FuncSourceV : public DataSource { -private: - Event function; - -public: - FuncSourceV(Event _function) : function(_function) {isExplicit = true;} - virtual inline double f(double x) {double y; function(y, x); return y;} - virtual double x(int64 ) {NEVER(); return Null;} - virtual double y(int64 ) {NEVER(); return Null;} - virtual inline int64 GetCount() const {return 0;} -}; - -class FuncSourcePara : public DataSource { -private: - Function function; - Pointf lastPointf; - double lastT; - int numPoints; - double minT, maxT; - -public: - FuncSourcePara(Function _function, int np, double from, double to) : - function(_function), numPoints(np), minT(from), maxT(to) { - isParam = true; - lastT = Null; - } - virtual inline double y(double t) { - if (!IsNum(lastT) || t != lastT) { - lastPointf = function(minT + t*(maxT-minT)/numPoints); - lastT = t; - } - return lastPointf.y; - } - virtual inline double x(double t) { - if (!IsNum(lastT) || t != lastT) { - lastPointf = function(minT + t*(maxT-minT)/numPoints); - lastT = t; - } - return lastPointf.x; - } - virtual double x(int64 ) {NEVER(); return Null;} - virtual double y(int64 ) {NEVER(); return Null;} - virtual inline int64 GetCount() const {return numPoints;} -}; - -typedef Event PlotExplicFunc; -typedef Function PlotParamFunc; - - -class PlotExplicFuncSource : public DataSource { -private: - PlotExplicFunc function; - -public: - PlotExplicFuncSource(PlotExplicFunc &_function) : function(_function) {isExplicit = true;} - virtual inline double f(double t) {double y; function(y, t); return y;} - virtual double x(int64 ) {NEVER(); return Null;} - virtual double y(int64 ) {NEVER(); return Null;} - virtual inline int64 GetCount() const {NEVER(); return Null;} -}; - -class PlotParamFuncSource : public DataSource { -private: - PlotParamFunc function; - Pointf lastPointf; - double lastT; - int numPoints; - double minT, maxT; - -public: - PlotParamFuncSource(PlotParamFunc _function, int np, double from, double to) : - function(_function), numPoints(np), minT(from), maxT(to) { - isParam = true; - lastT = Null; - } - inline double y(double t) { - if (!IsNum(lastT) || t != lastT) { - function(lastPointf, minT + t*(maxT-minT)/numPoints); - lastT = t; - } - return lastPointf.y; - } - inline double x(double t) { - if (!IsNum(lastT) || t != lastT) { - function(lastPointf, minT + t*(maxT-minT)/numPoints); - lastT = t; - } - return lastPointf.x; - } - virtual double x(int64 ) {NEVER(); return Null;} - virtual double y(int64 ) {NEVER(); return Null;} - virtual inline int64 GetCount() const {return numPoints;} -}; - -struct PointfLess { - bool operator () (const Pointf& a, const Pointf& b) const { return a.x < b.x; } -}; - -class DataSourceSurf { -public: - DataSourceSurf() : isExplicit(false), key(1212121) {} - virtual ~DataSourceSurf() noexcept {key = 1231231;} - virtual double z(double x, double y)= 0; - - virtual bool IsEmpty() = 0; - bool IsDeleted() {return key != 1212121;} - bool IsExplicit() {return isExplicit;} - - virtual double MinX() = 0; - virtual double MaxX() = 0; - virtual double MinY() = 0; - virtual double MaxY() = 0; - virtual double MinZ() = 0; - virtual double MaxZ() = 0; - - Vector GetIsoline(double thres, const Rectf &area, double deltaX, double deltaY); - Vector GetIsolines(const Vector &vals, const Rectf &area, double deltaX, double deltaY); - -protected: - bool isExplicit; - -private: - int key; -}; - -template -inline T LinearInterpolate(T x, T x0, T x1, T y0, T y1) { - T x1_0 = x1 - x0; - if (abs(x1_0) < T(FLT_EPSILON)) - return (y0 + y1)/T(2); - - return y0 + (x - x0)*(y1 - y0)/x1_0; -} - -template -inline T QuadraticInterpolate(T x, T x0, T x1, T x2, T y0, T y1, T y2) { - T x0_1 = x0 - x1; - T x0_2 = x0 - x2; - T x1_2 = x1 - x2; - if (abs(x0_1) < T(FLT_EPSILON)) - return LinearInterpolate(x, x0, x2, (y0 + y1)/T(2), y2); - else if (abs(x0_2) < T(FLT_EPSILON)) - return LinearInterpolate(x, x0, x1, (y0 + y2)/T(2), y1); - else if (abs(x1_2) < T(FLT_EPSILON)) - return LinearInterpolate(x, x0, x1, y0, (y1 + y2)/T(2)); - - T x_0 = x - x0; - T x_1 = x - x1; - T x_2 = x - x2; - - return ((x_1*x_2)/(x0_1*x0_2))*y0 - ((x_0*x_2)/(x0_1*x1_2))*y1 + ((x_0*x_1)/(x0_2*x1_2))*y2; -} - -template -inline T BilinearInterpolate(T x, T y, T x0, T x1, T y0, T y1, T v00, T v01, T v10, T v11) { - T r0 = LinearInterpolate(x, x0, x1, v00, v10); - T r1 = LinearInterpolate(x, x0, x1, v01, v11); - - return LinearInterpolate(y, y0, y1, r0, r1); -} - -template -inline T TrilinearInterpolate(T x, T y, T z, T x0, T x1, T y0, T y1, T z0, T z1, T v000, T v001, T v010, T v011, T v100, T v101, T v110, T v111) { - T x00 = LinearInterpolate(x, x0, x1, v000, v100); - T x10 = LinearInterpolate(x, x0, x1, v010, v110); - T x01 = LinearInterpolate(x, x0, x1, v001, v101); - T x11 = LinearInterpolate(x, x0, x1, v011, v111); - T r0 = LinearInterpolate(y, y0, y1, x00, x01); - T r1 = LinearInterpolate(y, y0, y1, x10, x11); - - return LinearInterpolate(z, z0, z1, r0, r1); -} - -template -T LinearInterpolate(const T x, const Point_ *vec, int len) { - ASSERT(len > 1); - if (x < vec[0].x) - return vec[0].y; - for (int i = 0; i < len-1; ++i) { - if (vec[i+1].x >= x && vec[i].x <= x) - return LinearInterpolate(x, vec[i].x, vec[i+1].x, vec[i].y, vec[i+1].y); - } - return vec[len-1].y; -} - -template -typename Range::value_type LinearInterpolate(const typename Range::value_type x, const Range &vec) { - ASSERT(vec.GetCount() > 1); - return LinearInterpolate(x, (const typename Range::value_type *)vec, vec.GetCount()); -} - -template -void GetInterpolatePos(const T x, const T *vecx, int len, int &x0, int &x1) { - if (x < vecx[0]) { - x0 = x1 = 0; - return; - } - for (int i = 0; i < len-1; ++i) { - if (vecx[i+1] >= x && vecx[i] <= x) { - x0 = i; - x1 = i+1; - return; - } - } - x0 = x1 = len-1; -} - -template -void GetInterpolatePos(const typename Range::value_type x, const Range &vecx, int &x0, int &x1) { - ASSERT(vecx.size() > 1); - GetInterpolatePos(x, (const typename Range::value_type *)vecx, vecx.size(), x0, x1); -} - -template -T LinearInterpolate(const T x, const T *vecx, const T *vecy, size_t len) { - ASSERT(len > 1); - if (x < vecx[0]) - return vecy[0]; - for (int i = 0; i < len-1; ++i) { - if (vecx[i+1] >= x && vecx[i] <= x) - return LinearInterpolate(x, vecx[i], vecx[i+1], vecy[i], vecy[i+1]); - } - return vecy[len-1]; -} - -template -typename Range::value_type LinearInterpolate(typename Range::value_type x, const Range &vecx, const Range &vecy) { - ASSERT(vecx.size() > 1); - ASSERT(vecx.size() == vecy.size()); - return LinearInterpolate(x, (const typename Range::value_type *)vecx, - (const typename Range::value_type *)vecy, vecx.size()); -} - -double LinearInterpolate(double x, const Eigen::VectorXd &vecx, const Eigen::VectorXd &vecy); - -class TableInterpolate { -public: - enum Interpolate {NO, BILINEAR}; - -protected: - Interpolate inter; -}; - - -class TableData : public DataSourceSurf, public TableInterpolate { -public: - typedef double (TableData::*Getdatafun)(int d); - - TableData() : lendata(0), lenxAxis(0), lenyAxis(0), areas(false) {}; - - Interpolate Inter() {return inter;} - void Inter(Interpolate _inter) {this->inter = _inter;} - - double z_area(Getdatafun getdataX, Getdatafun getdataY, Getdatafun getdata, - double x, double y); - double z_point(Getdatafun getdataX, Getdatafun getdataY, Getdatafun getdata, - double x, double y); - - virtual inline double x(int ) {NEVER(); return Null;} - virtual inline double y(int ) {NEVER(); return Null;} - virtual inline double data(int ) {NEVER(); return Null;} - - double z(double x, double y) { - return z(&TableData::x, &TableData::y, &TableData::data, x, y); - } - double z(Getdatafun getdataX, Getdatafun getdataY, Getdatafun getdata, double x, double y) { - if (areas) - return z_area(getdataX, getdataY, getdata, x, y); - else - return z_point(getdataX, getdataY, getdata, x, y); - } - - bool IsEmpty() { - return lendata == 0 || lenxAxis == 0 || lenyAxis == 0; - } - - double MinX(Getdatafun getdata); - virtual double MinX() {return MinX(&TableData::x);} - double MaxX(Getdatafun getdata); - virtual double MaxX() {return MaxX(&TableData::x);} - double MinY(Getdatafun getdata); - virtual double MinY() {return MinY(&TableData::y);} - double MaxY(Getdatafun getdata); - virtual double MaxY() {return MaxY(&TableData::y);} - double MinZ(Getdatafun getdata); - virtual double MinZ() {return MinZ(&TableData::data);} - double MaxZ(Getdatafun getdata); - virtual double MaxZ() {return MaxZ(&TableData::data);} - - int lendata; - int lenxAxis; - int lenyAxis; - -protected: - bool areas; -}; - -class TableDataVector : public TableData { -public: - TableDataVector() : pdata(0), pxAxis(0), pyAxis(0) {} - TableDataVector(Vector &data, Vector &xAxis, Vector &yAxis, - Interpolate _inter, bool _areas) {Init(data, xAxis, yAxis, _inter, _areas);} - void Init(Vector &data, Vector &xAxis, Vector &yAxis, - Interpolate _inter, bool _areas) { - ASSERT(_areas ? (data.GetCount() == (xAxis.GetCount() - 1)*(yAxis.GetCount() - 1)) : true); - ASSERT(!_areas ? (data.GetCount() == xAxis.GetCount()*yAxis.GetCount()) : true); - this->pdata = &data; - this->lendata = data.GetCount(); - this->pxAxis = &xAxis; - this->lenxAxis = xAxis.GetCount(); - this->pyAxis = &yAxis; - this->lenyAxis = yAxis.GetCount(); - this->inter = _inter; - this->areas = _areas; - } - virtual inline double x(int id) {return (*pxAxis)[id];} - virtual inline double y(int id) {return (*pyAxis)[id];} - virtual inline double data(int id) {return (*pdata)[id];} - -private: - Vector *pdata; - Vector *pxAxis; - Vector *pyAxis; -}; - -class TableDataCArray : public TableData { -public: - TableDataCArray() : pdata(0), pxAxis(0), pyAxis(0) {} - TableDataCArray(double *data, int _lendata, double *xAxis, int _lenxAxis, double *yAxis, int _lenyAxis, - Interpolate _inter, bool _areas) {Init(data, _lendata, xAxis, _lenxAxis, yAxis, _lenyAxis, _inter, _areas);} - void Init(double *data, int _lendata, double *xAxis, int _lenxAxis, double *yAxis, int _lenyAxis, - Interpolate _inter, bool _areas) { - ASSERT(_areas ? (_lendata == (_lenxAxis - 1)*(_lenyAxis - 1)) : true); - ASSERT(!_areas ? (_lendata == _lenxAxis*_lenyAxis) : true); - this->pdata = data; - this->lendata = _lendata; - this->pxAxis = xAxis; - this->lenxAxis = _lenxAxis; - this->pyAxis = yAxis; - this->lenyAxis = _lenyAxis; - this->inter = _inter; - this->areas = _areas; - } - virtual inline double x(int id) {return pxAxis[id];} - virtual inline double y(int id) {return pyAxis[id];} - virtual inline double data(int id) {return pdata[id];} - -private: - double *pdata; - double *pxAxis; - double *pyAxis; -}; - - -class ExplicitData : public DataSourceSurf { -public: - ExplicitData() {} - ExplicitData(Function _funz, double _minX, double _maxX, double _minY, double _maxY) { - Init(_funz, _minX, _maxX, _minY, _maxY); - } - void Init(Function funz, double minX, double maxX, double minY, double maxY); - - double z(double x, double y) {return funz ? funz(x, y) : Null;} - - bool IsEmpty() {return funz;} - - double MinX() {return minX;} - double MaxX() {return maxX;} - double MinY() {return minY;} - double MaxY() {return maxY;} - double MinZ() {return minZ;} - double MaxZ() {return maxZ;} - -private: - double minX, maxX, minY, maxY, minZ, maxZ; - Function funz; -}; - -Vector Intersection(Vector &poly1, Vector &poly2); -void Simplify(Vector &poly, double dx, double dy); - -bool SavitzkyGolay_CheckParams(int nleft, int nright, int deg, int der); -Eigen::VectorXd SavitzkyGolay_Coeff(int nleft, int nright, int deg, int der); - -template -typename T::PlainObject Convolution(const Eigen::MatrixBase& orig, const Eigen::MatrixBase& kernel, const double factor = 1) { - const Eigen::Index ksize = kernel.size(); - - ASSERT_(ksize % 2 != 0, "Only support odd sized kernels"); - ASSERT(orig.size() > ksize); - - typename T::PlainObject dest(orig.size() - 2 * (ksize/2)); - - for (typename T::Index row = 0; row < dest.size(); ++row) - dest(row) = orig.segment(row, ksize).cwiseProduct(kernel).sum(); - if (factor != 1) - dest *= factor; - return dest; -} - -template -typename T::PlainObject Convolution2D(const Eigen::MatrixBase& orig, const Eigen::MatrixBase& kernel, const double factor = 1) { - const Eigen::Index krows = kernel.rows(); - const Eigen::Index kcols = kernel.cols(); - - ASSERT_(krows % 2 != 0, "Only support odd sized kernels (even rows)"); - ASSERT_(kcols % 2 != 0, "Only support odd sized kernels (even cols)"); - ASSERT(orig.rows() > krows); - ASSERT(orig.cols() > kcols); - - typename T::PlainObject dest(orig.rows() - 2*(krows/2), orig.cols() - 2*(kcols/2)); - - for (typename T::Index row = 0; row < dest.rows(); ++row) - for (typename T::Index col = 0; col < dest.cols(); ++col) - dest(row, col) = orig.block(row, col, krows, kcols).cwiseProduct(kernel).sum(); - if (factor != 1) - dest *= factor; - return dest; -} - -template -typename Range::value_type HammingWindow(Range &data) { - size_t numData = data.size(); - typename Range::value_type numDataFact = 0; - for (size_t i = 0; i < numData; ++i) { - typename Range::value_type windowFact = 0.54 - 0.46*cos(2*M_PI*i/numData); - numDataFact += windowFact; - data[i] *= windowFact; - } - return numDataFact; -} - - -template -void MovingAverage(const Range1 &x, const Range1 &y, typename Range1::value_type width, Range2 &rresy) { - using Scalar = typename Range1::value_type; - ASSERT(x.size() == y.size()); - Range2 resy(x.size()); - - if (x.size() == 0) - return; - - Scalar width_2 = width/2.; - - for (int i = 0; i < x.size(); ++i) { - int ifrom, ito; - Scalar xi = x[i]; - for (ifrom = i-1; ifrom >= 0; --ifrom) - if ((xi - x[ifrom]) > width_2) - break; - ifrom++; - for (ito = i+1; ito < x.size(); ++ito) - if ((x[ito] - xi) > width_2) - break; - ito--; - resy[i] = std::accumulate(&y[ifrom], &y[ito], 0.)/(ito - ifrom + 1); - } - rresy = pick(resy); -} - -template -void FindPeaks(const Range &y, Vector &imx, Vector &imn) { - using Scalar = typename Range::value_type; - - imx.Clear(); - imn.Clear(); - - if (y.size() < 3) - return; - - bool nextIsMax = y[1] > y[0]; - int64 beginpeak = -1; - - Scalar thisy = y[1]; - for (int i = 1; i < y.size()-1; ++i) { - Scalar nexty = y[i+1]; - if (nexty == thisy) { - if (beginpeak < 0) - beginpeak = i; - } else { - if (nextIsMax) { - if (nexty < thisy) { - imx << (beginpeak < 0 ? i : (beginpeak + i)/2); - nextIsMax = false; - } - } else { - if (nexty > thisy) { - imn << (beginpeak < 0 ? i : (beginpeak + i)/2); - nextIsMax = true; - } - } - beginpeak = -1; - } - thisy = nexty; - } -} - -template -void FindPeaks(const Range &x, const Range &y, typename Range::value_type width, Vector &rimx, Vector &rimn) { - using Scalar = typename Range::value_type; - - rimx.Clear(); - rimn.Clear(); - Vector imx, imn; - - FindPeaks(y, imx, imn); - - Scalar x0 = x[0]; - int64 idm = -1; - for (int i = 0; i < imx.size(); ++i) { - int64 id = imx[i]; - if (x[id] - x0 > width) { - if (idm >= 0) - rimx << idm; - x0 += width; - idm = -1; - } - if (idm < 0 || y[id] > y[idm]) - idm = id; - } - x0 = x[0]; - for (int i = 0; i < imn.size(); ++i) { - int64 id = imn[i]; - if (x[id] - x0 > width) { - if (idm >= 0) - rimn << idm; - x0 += width; - idm = -1; - } - if (idm < 0 || y[id] < y[idm]) - idm = id; - } -} - -template -Vector UpperPeaks(const Range &x, const Range &y, typename Range::value_type width) { - Vector imx, imn; - FindPeaks(x, y, width, imx, imn); - return imx; -} - -template -Vector LowerPeaks(const Range &x, const Range &y, typename Range::value_type width) { - Vector imx, imn; - FindPeaks(x, y, width, imx, imn); - return imn; -} - -template -typename Range::value_type CosWindow(Range &data, int numOver) { - size_t numData = data.size(); - typename Range::value_type numDataFact = 0; - for (size_t i = 0; i < numOver; ++i) { - typename Range::value_type windowFact = 0.5*(1 - cos(M_PI*i/numOver)); - numDataFact += windowFact; - data[i] *= windowFact; - } - for (size_t i = numOver; i < numData - numOver; ++i) { - typename Range::value_type windowFact = 1; // 1.004 - numDataFact += windowFact; - } - for (size_t i = numData - numOver; i < numData; ++i) { - typename Range::value_type windowFact = 0.5*(1 + cos(M_PI*(numData - i - numOver)/numOver)); - numDataFact += windowFact; - data[i] *= windowFact; - } - return numDataFact; -} - -template -void CleanNAN(const Range1 &x, Range2 &retx) { - int num = x.size(); - Resize(retx, num); - int n = 0; - for (int i = 0; i < num; ++i) { - if (IsNum(x[i])) - retx[n++] = x[i]; - } - ResizeConservative(retx, n); -} - -template -void CleanNAN(const Range1 &x, const Range1 &y, Range2 &retx, Range2 &rety) { - int num = int(x.size()); - ASSERT(num == y.size()); - Resize(retx, num); - Resize(rety, num); - int n = 0; - for (int i = 0; i < num; ++i) { - if (IsNum(x[i]) && IsNum(y[i])) { - retx[n] = x[i]; - rety[n] = y[i]; - n++; - } - } - ResizeConservative(retx, n); - ResizeConservative(rety, n); -} - -template -void CleanNAN(const Range1 &x, const Range1 &y, const Range1 &z, Range2 &retx, Range2 &rety, Range2 &retz) { - int num = int(x.size()); - ASSERT(num == y.size() && num == z.size()); - Resize(retx, num); - Resize(rety, num); - Resize(retz, num); - int n = 0; - for (int i = 0; i < num; ++i) { - if (IsNum(x[i]) && IsNum(y[i]) && IsNum(z[i])) { - retx[n] = x[i]; - rety[n] = y[i]; - retz[n] = z[i]; - n++; - } - } - ResizeConservative(retx, n); - ResizeConservative(rety, n); - ResizeConservative(retz, n); -} - -template -Range1 ApplyIndex(const Range1 &x, Range2 &indices) { - ASSERT(x.size() == indices.size()); - Range1 ret(x.size()); - for (int i = 0; i < x.size(); ++i) - ret[i] = x[indices[i]]; - return ret; -} - -template -void CleanNANDupXSort(const Range1 &x, const Range1 &y, Range2 &rrx, Range2 &rry) { - Range2 rx, ry; - CleanNAN(x, y, rx, ry); - - int n = int(rx.size()); - Vector indices(n); - for (int i = 0; i < indices.size(); ++i) - indices[i] = i; - StableSort(indices,[&](int a, int b)-> bool {return x[a] < x[b];}); - rx = ApplyIndex(rx, indices); - ry = ApplyIndex(ry, indices); - - Vector num(n, 1); - double epsx = (rx[n-1] - rx[0])/1000./n; - for (int i = n-1; i >= 1; --i) { - if (rx[i] - rx[i-1] < epsx) { - num[i-1] += num[i]; - ry[i-1] += ry[i]; - num[i] = 0; - } - } - int id = 0; - for (int i = 0; i < num.size(); ++i) { - if (num[i] != 0) { - ry[id] = ry[i]/num[i]; - rx[id] = rx[i]; - id++; - } - } - ResizeConservative(rx, id); - ResizeConservative(ry, id); - - rrx = pick(rx); - rry = pick(ry); -} - -template -void CleanNANDupXSort(const Range1 &x, const Range1 &y, const Range1 &z, Range2 &rrx, Range2 &rry, Range2 &rrz) { - Range2 rx, ry, rz; - CleanNAN(x, y, z, rx, ry, rz); - - int n = int(rx.size()); - Vector indices(n); - for (int i = 0; i < indices.size(); ++i) - indices[i] = i; - StableSort(indices,[&](int a, int b)-> bool {return rx[a] < rx[b];}); - rx = ApplyIndex(rx, indices); - ry = ApplyIndex(ry, indices); - rz = ApplyIndex(rz, indices); - - Vector num(n, 1); - double epsx = (rx[n-1] - rx[0])/1000./n; - for (int i = n-1; i >= 1; --i) { - if (rx[i] - rx[i-1] < epsx) { - num[i-1] += num[i]; - num[i] = 0; - ry[i-1] += ry[i]; - rz[i-1] += rz[i]; - } - } - int id = 0; - for (int i = 0; i < num.size(); ++i) { - if (num[i] != 0) { - rx[id] = rx[i]; - ry[id] = ry[i]/num[i]; - rz[id] = rz[i]/num[i]; - id++; - } - } - ResizeConservative(rx, id); - ResizeConservative(ry, id); - ResizeConservative(rz, id); - - rrx = pick(rx); - rry = pick(ry); - rrz = pick(rz); -} - -void Resample(const Eigen::VectorXd &sx, const Eigen::VectorXd &sy, - Eigen::VectorXd &rx, Eigen::VectorXd &ry, double srate = Null); -void Resample(const Eigen::VectorXd &sx, const Eigen::VectorXd &sy, const Eigen::VectorXd &sz, - Eigen::VectorXd &rx, Eigen::VectorXd &ry, Eigen::VectorXd &rz, double srate = Null); -Vector FFTSimple(Eigen::VectorXd &data, double tSample, bool frequency, int type, - int window, int numOver); -void FilterFFT(Eigen::VectorXd &data, double T, double fromT, double toT); - -} - -#endif diff --git a/uppsrc/ScatterDraw/DrawingFunctions.cpp b/uppsrc/ScatterDraw/DrawingFunctions.cpp deleted file mode 100644 index 1972e5394..000000000 --- a/uppsrc/ScatterDraw/DrawingFunctions.cpp +++ /dev/null @@ -1,397 +0,0 @@ -#include "ScatterDraw.h" - -namespace Upp { - -inline bool Even(int val) {return !(val%2);} - -Vector GetLineDash(String dash) { - Vector d; - CParser p(dash); - try { - while(!p.IsEof()) - if(!p.Char(':')) { - double data = p.ReadDouble(); - if (data > 0) - d << data; - } - } - catch(CParser::Error) {} - - if(d.GetCount() & 1) { - Vector dash1; - dash1.Append(d); - dash1.Append(d); - return dash1; - } - return d; -} - -double GetDashLength(const char *dash) { - double len = 0; - CParser p(dash); - try { - while(!p.IsEof()) - if(!p.Char(':')) { - double data = p.ReadDouble(); - len += data; - } - } - catch(CParser::Error) {} - if (len == 0) - len = 100000; - return len-1; -} - -Vector &GetDashedArray(String dash) { - static VectorMap > pats; - - int pos = pats.Find(dash); - if (pos < 0) { - pats.Add(dash, GetLineDash(dash)); - pos = pats.GetCount()-1; - } - return pats.GetValues()[pos]; -} - -void ScatterDraw::ParseTextMultiline(const String &text, Upp::Font &fnt, Upp::Vector &texts, - Upp::Vector &sizes) { - Size ret(0, 0); - int npos = 0; - for (int pos = 0; npos != -1; pos = npos+1) { - npos = text.Find('\n', pos); - String &t = texts.Add(); - if (npos != -1) - t = text.Mid(pos, npos-pos); - else - t = text.Mid(pos); - Size &s = sizes.Add(); - s.cx = GetTextSize(t, fnt).cx; - s.cy = GetTextSize(t, fnt).cy; - } -} - -Size GetTextSizeMultiline(Upp::Vector &sizes) { - Size ret(0, 0); - for (int i = 0; i < sizes.GetCount(); ++i) { - if (sizes[i].cx > ret.cx) - ret.cx = sizes[i].cx; - ret.cy += sizes[i].cy; - } - return ret; -} - -void DrawLine(Draw &w, double x0, double y0, double x1, double y1, double width, const Color &color) { - w.DrawLine(int(x0), int(y0), int(x1), int(y1), int(width), color); -} - -void DrawLine(Painter &w, double x0, double y0, double x1, double y1, double width, const Color &color) { - w.Move(x0, y0).Line(x0, y0).Line(x1, y1).Stroke(width, color); -} - -void DrawVArrow(Draw &w, double x0, double y0, double x1, double y1, double width, double aWidth, double aHeight, const Color &color) { - DrawLine(w, x0, y0, x1, y1, width, color); - if (fabs(y0 - y1) > 2*aHeight) { - if (x0 > x1) - Swap(x0, x1); - if (y0 > y1) - Swap(y0, y1); - Vector arrowU, arrowL; - arrowU << Point(int(x0), int(y0)) << Point(int(x0-aWidth), int(y0+aHeight)) << Point(int(x0+aWidth), int(y0+aHeight)); - w.DrawPolygon(arrowU, SColorHighlight()); - arrowL << Point(int(x0), int(y1)) << Point(int(x0-aWidth), int(y1-aHeight)) << Point(int(x0+aWidth), int(y1-aHeight)); - w.DrawPolygon(arrowL, SColorHighlight()); - } -} - -void DrawVArrow(Painter &w, double x0, double y0, double x1, double y1, double width, double aWidth, double aHeight, const Color &color) { - DrawLine(w, x0, y0, x1, y1, width, color); - if (fabs(y0 - y1) > 2*aHeight) { - if (x0 > x1) - Swap(x0, x1); - if (y0 > y1) - Swap(y0, y1); - w.Move(x0, y0).Line(x0-aWidth, y0+aHeight).Line(x0+aWidth, y0+aHeight).Fill(SColorHighlight()); - w.Move(x0, y1).Line(x0-aWidth, y1-aHeight).Line(x0+aWidth, y1-aHeight).Fill(SColorHighlight()); - } -} - -void DrawHArrow(Draw &w, double x0, double y0, double x1, double y1, double width, double aWidth, double aHeight, const Color &color) { - DrawLine(w, x0, y0, x1, y1, width, color); - if (fabs(x0 - x1) > 2*aHeight) { - if (x0 > x1) - Swap(x0, x1); - if (y0 > y1) - Swap(y0, y1); - Vector arrowL, arrowR; - arrowL << Point(int(x0), int(y0)) << Point(int(x0+aHeight), int(y0+aWidth)) << Point(int(x0+aHeight), int(y0-aWidth)); - w.DrawPolygon(arrowL, SColorHighlight()); - arrowR << Point(int(x1), int(y0)) << Point(int(x1-aHeight), int(y0+aWidth)) << Point(int(x1-aHeight), int(y0-aWidth)); - w.DrawPolygon(arrowR, SColorHighlight()); - } -} - -void DrawHArrow(Painter &w, double x0, double y0, double x1, double y1, double width, double aWidth, double aHeight, const Color &color) { - DrawLine(w, x0, y0, x1, y1, width, color); - if (fabs(x0 - x1) > 2*aHeight) { - if (x0 > x1) - Swap(x0, x1); - if (y0 > y1) - Swap(y0, y1); - w.Move(x0, y0).Line(x0+aHeight, y0+aWidth).Line(x0+aHeight, y0-aWidth).Fill(SColorHighlight()); - w.Move(x1, y0).Line(x1-aHeight, y0+aWidth).Line(x1-aHeight, y0-aWidth).Fill(SColorHighlight()); - } -} - -void DrawText(Draw &w, double x, double y, int angle, const String &text, Upp::Font font, Color color) { - Vector str = Split(text, '\n'); - int h = font.GetHeight() + font.GetDescent(); - for (int i = 0; i < str.GetCount(); ++i) - w.DrawText(int(x), int(y + h*i), angle, str[i], font, color); -} - -void DrawText(Painter &w, double x, double y, int angle, const String &text, Upp::Font font, Color color) { - Vector str = Split(text, '\n'); - int h = font.GetHeight() + font.GetDescent(); - w.Begin(); - w.Translate(x, y).Rotate(-angle*M_PI/1800.); - for (int i = 0; i < str.GetCount(); ++i) { - w.Text(0, 0, str[i], font).Fill(color); - w.Translate(0, h); - } - w.End(); -} - -void Clip(Draw &w, double x, double y, double cx, double cy) { - w.Clip(int(x), int(y), int(cx), int(cy)); -} - -void Clip(Painter &w, double x, double y, double cx, double cy) { - w.Rectangle(x, y, cx, cy).Clip(); -} - -void ClipEnd(Draw &w) { - w.End(); -} - -void ClipEnd(Painter &) { - ; -} - -void DrawLineOpa(Draw& w, double x0, double y0, double x1, double y1, double scale, double opacity, - double thick, const Color &_color, String dash, const Color &background) { - Vector p; - p << Pointf(x0, y0) << Pointf(x1, y1); - DrawPolylineOpa(w, p, scale, opacity, thick, _color, dash, background); -} - -void DrawCircleOpa(Draw& w, double x, double y, double r, double scale, double opacity, - double thick, const Color &_color, String dash, const Color &background) { - Vector p; - for (double ang = 0; ang <= 2*M_PI; ang += 2*M_PI/50) - p << Pointf(int(x + r*cos(ang)), int(y + r*sin(ang))); - DrawPolylineOpa(w, p, scale, opacity, thick, _color, dash, background); -} - -void DashScaled(Painter& w, const String dash, double scale) { - if (!dash.IsEmpty()) { - Vector d; - double start = 0; - CParser p(dash); - try { - while(!p.IsEof()) - if(p.Char(':')) - start = p.ReadDouble(); - else - d.Add(scale*p.ReadDouble()); - } - catch(CParser::Error) {} - w.Dash(d, scale*start); - } -} - -void DrawLineOpa(Painter& w, double x0, double y0, double x1, double y1, double scale, - double opacity, double thick, const Color &color, String dash, - const Color &) { - w.Move(Pointf(x0, y0)); - w.Line(Pointf(x1, y1)); - DashScaled(w, dash, scale); - w.Opacity(opacity); // Before Stroke() - w.Stroke(thick*scale, color); -} - -void DrawCircleOpa(Painter& w, double x, double y, double r, double scale, - double opacity, double thick, const Color &color, String dash, - const Color &) { - w.Circle(x, y, r); - DashScaled(w, dash, scale); - w.Opacity(opacity); // Before Stroke() - w.Stroke(thick*scale, color); -} - -void FillRectangleOpa(Draw &w, double x0, double y0, double x1, double y1, - double opacity, const Color &background, const Color &color) { - if (IsNull(color)) - return; - Color opacolor = GetOpaqueColor(color, background, opacity); - if (x0 > x1) - Swap(x0, x1); - if (y0 > y1) - Swap(y0, y1); - w.DrawRect(int(x0), int(y0), abs(int(x1 - x0)), abs(int(y1 - y0)), opacolor); -} - -void FillRectangleOpa(Painter &w, double x0, double y0, double x1, double y1, - double opacity, const Color &, const Color &color) { - if (IsNull(color)) - return; - w.Rectangle(x0, y0, x1 - x0, y1 - y0).Opacity(opacity).Fill(color); -} - -void FillRectangle(Draw &w, double x0, double y0, double x1, double y1, const Color &color) { - if (IsNull(color)) - return; - w.DrawRect(int(x0), int(y0), int(x1 - x0), int(y1 - y0), color); -} - -void FillRectangle(Painter &w, double x0, double y0, double x1, double y1, const Color &color) { - if (IsNull(color)) - return; - w.Rectangle(x0, y0, x1 - x0, y1 - y0).Fill(color); -} - -void DrawRectangle(Draw &w, double x0, double y0, double x1, double y1, double scale, - double width, const Color &color) { - int ix0 = int(x0); - int iy0 = int(y0); - int ix1 = int(x1); - int iy1 = int(y1); - int thick = int(width*scale); - w.DrawLine(ix0, iy0, ix1, iy0, thick, color); - w.DrawLine(ix1, iy0, ix1, iy1, thick, color); - w.DrawLine(ix1, iy1, ix0, iy1, thick, color); - w.DrawLine(ix0, iy1, ix0, iy0, thick, color); -} - -void DrawRectangle(Painter &w, double x0, double y0, double x1, double y1, double scale, - double width, const Color &color) { - w.Move(Pointf(x0, y0)).Line(Pointf(x1, y0)).Line(Pointf(x1, y1)) - .Line(Pointf(x0, y1)).Line(Pointf(x0, y0)).Stroke(width*scale, color); -} - -Pointf PointAtLen(const Pointf &p0, const Pointf &p1, double len) { - Pointf ret; - if (p1.y == p0.y) { - ret.x = p0.x + ((p0.x < p1.x) ? len : -len); - ret.y = p0.y; - } else if (p1.x == p0.x) { - ret.x = p0.x; - ret.y = p0.y + ((p0.y < p1.y) ? len : -len); - } else { - double k = sqr((p1.x-p0.x)/(p1.y-p0.y)); - double deltax = len/sqrt(1/k + 1); - double deltay = len/sqrt(k + 1); - ret.x = p0.x + ((p0.x < p1.x) ? deltax : -deltax); - ret.y = p0.y + ((p0.y < p1.y) ? deltay : -deltay); - } - return ret; -} - -void DrawPolylineOpa(Draw& w, const Vector &p, double scale, double opacity, - double thick, const Color &_color, String dash, const Color &background) { - ASSERT(!p.IsEmpty()); - Color color = GetOpaqueColor(_color, background, opacity) ; - if (dash == LINE_SOLID) { - //w.DrawPolyline(p, int(thick*scale), color); - for (int i = 1; i < p.GetCount(); ++i) { - if (!(IsNull(p[i-1]) || IsNull(p[i]))) - w.DrawLine(p[i-1], p[i], int(thick*scale), color); - } - } else { - Vector &pat = GetDashedArray(dash); - if (pat.IsEmpty()) - return; - int iPat = 0; - - double len = pat[0]*scale; // Pixels per bar - Pointf begin, end; - begin = p[0]; - for (int i = 1; i < p.GetCount();) { - if (IsNull(begin) || IsNull(p[i])) - i++; - else { - double d = Distance(begin, p[i]); - if (d >= len) - end = PointAtLen(begin, p[i], len); - else { - end = p[i]; - len -= d; - ++i; - } - if (Even(iPat)) - w.DrawLine(begin, end, int(thick*scale), color); - if (d >= len) { - iPat++; - if (iPat == pat.GetCount()) - iPat = 0; - len = pat[iPat]*scale; - } - begin = end; - } - } - } -} - -void DrawPolylineOpa(Painter& w, const Vector &p, double scale, double opacity, - double thick, const Color &color, String dash, const Color &) { - ASSERT(!p.IsEmpty()); - bool broken = true; - for (int i = 0; i < p.GetCount(); ++i) { - if (IsNull(p[i])) - broken = true; - else { - if (broken) { - w.Move(p[i]); - broken = false; - } else - w.Line(p[i]); - } - } - DashScaled(w, dash, scale); - w.Opacity(opacity); // Before Stroke() - w.Stroke(thick*scale, color); -} - -void FillPolylineOpa(Draw& w, const Vector &p, double , double opacity, - const Color &background, const Color &fillColor) { - ASSERT(!p.IsEmpty()); - Color opacolor = GetOpaqueColor(fillColor, background, opacity) ; - - Vector pi; - pi.SetCount(p.GetCount()); - for (int i = 0; i < pi.GetCount(); ++i) { - pi[i].x = static_cast(p[i].x); - pi[i].y = static_cast(p[i].y); - } - w.DrawPolygon(pi, opacolor); -} - -void FillPolylineOpa(Painter& w, const Vector &p, double , double opacity, - const Color &, const Color &fillColor) { - ASSERT(!p.IsEmpty()); - w.Move(p[0]); - for (int i = 1; i < p.GetCount(); ++i) - w.Line(p[i]); - w.Opacity(opacity); - w.Fill(fillColor); // Before Stroke() -} - -Size GetTextSizeSpace(const String& text, Font font) { - Size ret(0, 0); - WString wtext(text); - for (int i = 0; i < wtext.GetCount(); ++i) - ret.cx += font.GetLeftSpace(wtext[i]) + font.GetWidth(wtext[i]); - ret.cy = font.GetHeight() + font.GetDescent(); - return ret; -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterDraw/DrawingFunctions.h b/uppsrc/ScatterDraw/DrawingFunctions.h deleted file mode 100644 index ab26f831d..000000000 --- a/uppsrc/ScatterDraw/DrawingFunctions.h +++ /dev/null @@ -1,48 +0,0 @@ -#ifndef _ScatterDraw_DrawingFunctions_h_ -#define _ScatterDraw_DrawingFunctions_h_ - -namespace Upp { - -void DrawLine(Draw &w, double x0, double y0, double x1, double y1, double width, const Color &color); -void DrawLine(Painter &w, double x0, double y0, double x1, double y1, double width, const Color &color); -void DrawRectangle(Draw &w, double x0, double y0, double x1, double y1, double scale, - double width, const Color &color); -void DrawRectangle(Painter &w, double x0, double y0, double x1, double y1, double scale, - double width, const Color &color); -template -void DrawRectangle(T &w, const Rectf &rect, double scale, double width, const Color &color) { - DrawRectangle(w, rect.left, rect.top, rect.right, rect.bottom, scale, width, color); -} -void FillRectangle(Draw &w, double x0, double y0, double x1, double y1, const Color &color) ; -void FillRectangle(Painter &w, double x0, double y0, double x1, double y1, const Color &color); -template -void FillRectangle(T &w, const Rectf &rect, const Color &color) { - FillRectangle(w, rect.left, rect.top, rect.right, rect.bottom, color); -} -void DrawLineOpa(Draw& w, double x0, double y0, double x1, double y1, double scale, double opacity, double thick, const Color &_color, String pattern, const Color &background = Null); -void DrawLineOpa(Painter& w, double x0, double y0, double x1, double y1, double scale, double opacity, double thick, const Color &_color, String pattern, const Color &background = Null); -void DrawCircleOpa(Draw& w, double x, double y, double r, double scale, double opacity, double thick, const Color &_color, String pattern, const Color &background = Null); -void DrawCircleOpa(Painter& w, double x, double y, double r, double scale, double opacity, double thick, const Color &_color, String pattern, const Color &background = Null); -void FillRectangleOpa(Draw &w, double x0, double y0, double x1, double y1, double opacity, const Color &background, const Color &color); -void FillRectangleOpa(Painter &w, double x0, double y0, double x1, double y1, double opacity, const Color &background, const Color &color); -void DrawPolylineOpa(Draw& w, const Vector &p, double scale, double opacity, double thick, const Color &color, String pattern = "", const Color &background = Null); -void DrawPolylineOpa(Painter& w, const Vector &p, double scale, double opacity, double thick, const Color &color, String pattern = "", const Color &background = Null); -void FillPolylineOpa(Draw& w, const Vector &p, double scale, double opacity, const Color &background, const Color &fillColor); -void FillPolylineOpa(Painter& w, const Vector &p, double scale, double opacity, const Color &background, const Color &fillColor); -void DrawVArrow(Draw &w, double x0, double y0, double x1, double y1, double width, double aWidth, double aHeight, const Color &color); -void DrawVArrow(Painter &w, double x0, double y0, double x1, double y1, double width, double aWidth, double aHeight, const Color &color); -void DrawHArrow(Draw &w, double x0, double y0, double x1, double y1, double width, double aWidth, double aHeight, const Color &color); -void DrawHArrow(Painter &w, double x0, double y0, double x1, double y1, double width, double aWidth, double aHeight, const Color &color); -void DrawText(Draw &w, double x, double y, int angle, const String &text, Upp::Font font, Color color); -void DrawText(Painter &w, double x, double y, int angle, const String &text, Upp::Font font, Color color); -void Clip(Draw &w, double x, double y, double cx, double cy); -void Clip(Painter &w, double x, double y, double cx, double cy); -void ClipEnd(Draw &w); -void ClipEnd(Painter &w); -double GetDashLength(const char *dash); - -Size GetTextSizeSpace(const String& text, Font font); - -} - -#endif diff --git a/uppsrc/ScatterDraw/Equation.cpp b/uppsrc/ScatterDraw/Equation.cpp deleted file mode 100644 index 98c713951..000000000 --- a/uppsrc/ScatterDraw/Equation.cpp +++ /dev/null @@ -1,779 +0,0 @@ -#include "ScatterDraw.h" -#include - -namespace Upp { -using namespace Eigen; - -struct Equation_functor : NonLinearOptimizationFunctor { - DataSource *series; - ExplicitEquation *fSource; - Equation_functor() {} - - int operator()(const VectorXd &b, VectorXd &fvec) const { - ASSERT(b.size() == unknowns); - ASSERT(fvec.size() == datasetLen); - for (int i = 0; i < unknowns; ++i) - (*fSource).SetCoeffVal(i, b(i)); - for(int64 i = 0; i < datasetLen; i++) - fvec(ptrdiff_t(i)) = (*fSource).f((*series).x(i)) - (*series).y(i); - return 0; - } -}; - -void ExplicitEquation::SetNumCoeff(int num) { - coeff.SetCount(num); - for (int i = 0; i < num; ++i) - coeff[i] = 0; -} - -ExplicitEquation::FitError ExplicitEquation::Fit(DataSource &serie, double &r2) { - r2 = Null; - - if (serie.IsExplicit() || serie.IsParam()) - return InadequateDataSource; - - if (serie.GetCount() < coeff.GetCount()) - return SmallDataSource; - - ptrdiff_t numUnknowns = coeff.GetCount(); - - VectorXd x(numUnknowns); - for (int i = 0; i < numUnknowns; ++i) - x(i) = coeff[i]; - - Equation_functor functor; - functor.series = &serie; - functor.fSource = this; - functor.unknowns = numUnknowns; - functor.datasetLen = Eigen::Index(serie.GetCount()); - - NumericalDiff numDiff(functor); - LevenbergMarquardt > lm(numDiff); -// ftol is a nonnegative input variable that measures the relative error desired in the sum of squares - lm.parameters.ftol = 1.E4*NumTraits::epsilon(); -// xtol is a nonnegative input variable that measures the relative error desired in the approximate solution - lm.parameters.xtol = 1.E4*NumTraits::epsilon(); - lm.parameters.maxfev = maxFitFunctionEvaluations; - int ret = lm.minimize(x); - if (ret == LevenbergMarquardtSpace::ImproperInputParameters) - return ExplicitEquation::ImproperInputParameters; - else if (ret == LevenbergMarquardtSpace::TooManyFunctionEvaluation) - return TooManyFunctionEvaluation; - - r2 = R2Y(serie); - - return NoError; -} - -double ExplicitEquation::R2Y(DataSource &serie, double mean) { - if (!IsNum(mean)) - mean = serie.AvgY(); - double sse = 0, sst = 0; - for (int64 i = 0; i < serie.GetCount(); ++i) { - double y = serie.y(i); - if (!!IsNum(y)) { - double err = y - f(serie.x(i)); - sse += err*err; - double d = y - mean; - sst += d*d; - } - } - if (sst < 1E-50 || sse > sst) - return 0; - return 1 - sse/sst; -} - -int ExplicitEquation::maxFitFunctionEvaluations = 1000; - - -double PolynomialEquation::f(double x) { - if (x < 0) - return Null; - double y = 0; - for (int i = 0; i < coeff.GetCount(); ++i) - y += coeff[i]*pow(x, i); - return y; -} - -String PolynomialEquation::GetEquation(int numDigits) { - if (coeff.IsEmpty()) - return String(); - String ret = FormatCoeff(0, numDigits); - if (coeff.GetCount() == 1) - return ret; - ret += Format(" + %s*x", FormatCoeff(1, numDigits)); - for (int i = 2; i < coeff.GetCount(); ++i) - ret += Format(" + %s*x^%s", FormatCoeff(i, numDigits), FormatInt(i)); - ret.Replace("+ -", "- "); - return ret; -} - -double FourierEquation::f(double x) { - double y = coeff[0]; - double w = coeff[1]; - for (int i = 2; i < coeff.GetCount(); i += 2) { - int n = 1 + (i - 2)/2; - y += coeff[i]*cos(n*w*x) + coeff[i+1]*sin(n*w*x); - } - return y; -} - -String FourierEquation::GetEquation(int numDigits) { - if (coeff.GetCount() < 4) - return String(); - String ret = FormatCoeff(0, numDigits); - - for (int i = 2; i < coeff.GetCount(); i += 2) { - int n = 1 + (i - 2)/2; - String nwx = Format("%d*%s*x", n, FormatCoeff(1, numDigits)); - ret += Format(" + %s*cos(%s)", FormatCoeff(i, numDigits), nwx); - ret += Format(" + %s*sin(%s)", FormatCoeff(i + 1, numDigits), nwx); - } - ret.Replace("+ -", "- "); - return ret; -} - -static inline double DegToRad(double deg) {return deg*M_PI/180.;} -static inline double RadToDeg(double rad) {return rad*180./M_PI;} - -void EvalExpr::EvalThrowError(CParserPP &p, const char *s) { - CParserPP::Pos pos = p.GetPos(); - CParserPP::Error err(Format("(%d): ", pos.GetColumn()) + String(s)); - throw err; -} - -doubleUnit usqrt(doubleUnit val) { - val.Sqrt(); - return val; -} - -doubleUnit ufabs(doubleUnit val) { - val.val = fabs(val.val); - return val; -} - -doubleUnit uceil(doubleUnit val) { - val.val = ceil(val.val); - return val; -} - -doubleUnit ufloor(doubleUnit val) { - val.val = floor(val.val); - return val; -} - -doubleUnit uround(doubleUnit val) { - val.val = round(val.val); - return val; -} - -doubleUnit usin(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = sin(val.val); - return val; -} - -doubleUnit ucos(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = cos(val.val); - return val; -} - -doubleUnit utan(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = tan(val.val); - return val; -} - -doubleUnit uasin(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = asin(val.val); - return val; -} - -doubleUnit uacos(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = acos(val.val); - return val; -} - -doubleUnit uatan(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = atan(val.val); - return val; -} - -doubleUnit usinh(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = sinh(val.val); - return val; -} - -doubleUnit ucosh(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = cosh(val.val); - return val; -} - -doubleUnit utanh(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = tanh(val.val); - return val; -} - -doubleUnit uexp(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = exp(val.val); - return val; -} - -doubleUnit uDegToRad(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = DegToRad(val.val); - return val; -} - -doubleUnit uRadToDeg(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = RadToDeg(val.val); - return val; -} - -doubleUnit ulog(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = log(val.val); - return val; -} - -doubleUnit ulog10(doubleUnit val) { - if (!val.unit.IsAdim()) - return Null; - val.val = log10(val.val); - return val; -} - -EvalExpr::EvalExpr() { - noCase = false; - errorIfUndefined = false; - allowString = false; - - constants.Add("pi", doubleUnit(M_PI)); - constants.Add("e", doubleUnit(M_E)); - - functions.Add("abs", ufabs); - functions.Add("ceil", uceil); - functions.Add("floor", ufloor); - functions.Add("round", uround); - functions.Add("sqrt", usqrt); - functions.Add("sin", usin); - functions.Add("cos", ucos); - functions.Add("tan", utan); - functions.Add("asin", uasin); - functions.Add("acos", uacos); - functions.Add("atan", uatan); - functions.Add("sinh", usinh); - functions.Add("cosh", ucosh); - functions.Add("tanh", utanh); - functions.Add("log", ulog); - functions.Add("log10", ulog10); - functions.Add("exp", uexp); - functions.Add("degToRad", uDegToRad); - functions.Add("radToDeg", uRadToDeg); -} - -doubleUnit EvalExpr::Term(CParserPP& p) { - bool isneg = p.Char('-'); - if (p.IsId()) { - String strId = p.ReadIdPP(); - if(doubleUnit (*function)(doubleUnit) = functions.Get(strId, 0)) { - p.PassChar('('); - doubleUnit x(Exp(p)); - p.PassChar(')'); - doubleUnit ret(function(x)); - if (IsNull(ret)) - EvalThrowError(p, Format(t_("Error in %s(%f)"), strId, x.val)); - if (isneg) - ret.Neg(); - return ret; - } - String strIdSearch; - if (noCase) - strIdSearch = ToLower(strId); - else - strIdSearch = strId; - doubleUnit ret(constants.Get(strIdSearch, Null)); - if (IsNull(ret)) { - int id = FindVariable(strIdSearch); - if (id >= 0) - ret = variables[id]; - else { - if (errorIfUndefined) { - lastError = Format(t_("Unknown identifier '%s'"), strId); - return Null; - } - //EvalThrowError(p, Format(t_("Unknown identifier '%s'"), strId)); - lastVariableSetId = variables.FindAdd(strIdSearch, 0); - ret = variables[lastVariableSetId]; - } - } - if (isneg) - ret.Neg(); - return ret; - } else if (p.Char('(')) { - doubleUnit x(Exp(p)); - p.PassChar(')'); - if (isneg) - x.Neg(); - return x; - } else { - if (p.IsChar2('.', '.')) - p.ThrowError("missing number"); - doubleUnit x(p.ReadDouble()); - if (isneg) - x.Neg(); - return x; - } -} - -doubleUnit EvalExpr::Pow(CParserPP& p) { - doubleUnit x(Term(p)); - for(;;) - if(p.Char('^')) { - //if (x.val < 0) - // EvalThrowError(p, t_("Complex number")); - x.Exp(Term(p)); - } else - return x; -} - -doubleUnit EvalExpr::Mul(CParserPP& p) { - doubleUnit x(Pow(p)); - for(;;) - if(p.Char('*')) - x.Mult(Pow(p)); - else if (p.Char2('|', '|')) - x.ResParallel(Pow(p)); - else if(memcmp(p.GetPtr(), "·", strlen("·")) == 0) { - CParserPP::Pos pos = p.GetPos(); - pos.ptr += strlen("·"); - p.SetPos(pos); - p.Spaces(); - x.Mult(Pow(p)); - } else if(p.Char('/')) { - x.Div(Pow(p)); - } else if(memcmp(p.GetPtr(), "º", strlen("º")) == 0) { - CParserPP::Pos pos = p.GetPos(); - pos.ptr += strlen("º"); - p.SetPos(pos); - p.Spaces(); - x.Mult(doubleUnit(M_PI/180.)); - } else - return x; -} - -doubleUnit EvalExpr::Exp(CParserPP& p) { - doubleUnit x(Mul(p)); - for(;;) - if(p.Char('+')) - x.Sum(Mul(p)); - else if(p.Char('-')) - x.Sub(Mul(p)); - else if(p.Char(':')) { - x.Mult(doubleUnit(60)); - x.Sum(Mul(p)); - } else - return x; -} - -doubleUnit EvalExpr::AssignVariable(String var, String expr) { - doubleUnit ret; - if (noCase) - var = ToLower(var); - int idalloc = FindAddVariable(var); - try { - p.Set(expr); - - ret.Set(Exp(p)); - if (!IsNull(ret)) { - SetVariable(idalloc, ret); - return ret; - } else { - if (allowString) { - ret.sval = expr; - SetVariable(idalloc, ret); - return ret; - } - return Null; - } - } catch(CParserPP::Error e) { - if (allowString) { - ret.sval = expr; - SetVariable(idalloc, ret); - return ret; - } - lastError = e; - return Null; - } catch(Exc e) { - lastError = e; - return Null; - } catch(...) { - lastError = "Unknown error"; - return Null; - } -} - -void EvalExpr::RenameVariable(String varname, String newvarname) { - if (noCase) { - varname = ToLower(varname); - newvarname = ToLower(newvarname); - } - try { - int id = variables.Find(varname); - if (id >= 0) - variables.SetKey(id, newvarname); - } catch(CParserPP::Error e) { - lastError = e; - } catch(Exc e) { - lastError = e; - } -} - -doubleUnit EvalExpr::AssignVariable(String var, double d) { - if (noCase) - var = ToLower(var); - try { - doubleUnit ret(d); - SetVariable(var, ret); - return ret; - } catch(CParserPP::Error e) { - lastError = e; - return Null; - } catch(Exc e) { - lastError = e; - return Null; - } catch(...) { - lastError = "Unknown error"; - return Null; - } -} - -doubleUnit EvalExpr::Eval(String line) { - line = TrimBoth(line); - if (line.IsEmpty()) - return Null; - - p.Set(line); - try { - if(p.IsId()) { - CParserPP::Pos pos = p.GetPos(); - String var = p.ReadIdPP(); - if(p.Char('=')) { - if (noCase) - var = ToLower(var); - doubleUnit ret(Exp(p)); - SetVariable(var, ret); - return ret; - } else { - p.SetPos(pos); - return Exp(p); - } - } else - return Exp(p); - } catch(CParserPP::Error e) { - lastError = e; - return Null; - } catch(Exc e) { - lastError = e; - return Null; - } -} - -String EvalExpr::TermStr(CParserPP& p, int numDigits) { - if(p.IsId()) { - String strId = p.ReadIdPP(); - if(functions.Find(strId) >= 0) { - p.PassChar('('); - String x = ExpStr(p, numDigits); - p.PassChar(')'); - return strId + "(" + x + ")"; - } - if (noCase) - strId = ToLower(strId); - if (IsNull(numDigits)) { - if (constants.Find(strId) < 0) - lastVariableSetId = variables.FindAdd(strId, 0); - return strId; - } else { - if (constants.Find(strId) >= 0) - return strId; - else { - lastVariableSetId = variables.FindAdd(strId, 0); - return FormatDoubleFix(variables[lastVariableSetId].val, numDigits); - } - } - } - if(p.Char('(')) { - String x = ExpStr(p, numDigits); - p.PassChar(')'); - return "(" + x + ")"; - } - return FormatDoubleFix(p.ReadDouble(), IsNull(numDigits) ? 3 : numDigits); -} - -String EvalExpr::PowStr(CParserPP& p, int numDigits) { - String x = TermStr(p, numDigits); - for(;;) - if(p.Char('^')) - x = x + "^" + TermStr(p, numDigits); - else - return x; -} - -String EvalExpr::MulStr(CParserPP& p, int numDigits) { - String x = PowStr(p, numDigits); - for(;;) - if(p.Char('*')) - x = x + "*" + MulStr(p, numDigits); - else if(p.Char('/')) - x = x + "/" + PowStr(p, numDigits); - else - return x; -} - -String EvalExpr::ExpStr(CParserPP& p, int numDigits) { - String x = MulStr(p, numDigits); - for(;;) - if(p.Char('+')) - x = x + " + " + MulStr(p, numDigits); - else if(p.Char('-')) - x = x + " - " + MulStr(p, numDigits); - else if(p.Char(':')) - x = x + ":" + MulStr(p, numDigits); - else { - x.Replace("+ -", "- "); - return x; - } -} - -String EvalExpr::EvalStr(String line, int numDigits) { - line = TrimBoth(line); - if (line.IsEmpty()) - return Null; - - CParserPP p(line); - try { - if(p.IsId()) { - CParserPP::Pos pos = p.GetPos(); - String var = p.ReadIdPP(); - if(p.Char('=')) { - String ret = ExpStr(p, numDigits); - lastVariableSetId = variables.FindAdd(var, 0); - return var + " = " + ret; - } else { - p.SetPos(pos); - return ExpStr(p, numDigits); - } - } else - return ExpStr(p, numDigits); - } catch(CParserPP::Error e) { - lastError = Format(t_("Error evaluating '%s': %s"), line, e); - return Null; - } catch(Exc e) { - lastError = Format(t_("Error: %s"), e); - return Null; - } catch(String e) { - lastError = Format(t_("Error: %s"), e); - return Null; - } catch(...) { - lastError = t_("Unknown error"); - return Null; - } -} - -void EvalExpr::ClearVariables() { - variables.Clear(); -} - - -ExplicitEquation::FitError SplineEquation::Fit(DataSource &data, double &r2) { - Vector seriesRaw; - for (int64 i = 0; i < data.GetCount(); ++i) { // Remove Nulls - if (!!IsNum(data.x(i)) && !!IsNum(data.y(i))) - seriesRaw << Pointf(data.x(i), data.y(i)); - } - - if(seriesRaw.IsEmpty()) - return SmallDataSource; - - r2 = 1; - - PointfLess less; - Sort(seriesRaw, less); // Sort - - Vector x, y; - x.Reserve(seriesRaw.GetCount()); - y.Reserve(seriesRaw.GetCount()); - x << seriesRaw[0].x; - y << seriesRaw[0].y; - for (int i = 1; i < seriesRaw.GetCount(); ++i) { // Remove points with duplicate x - if (seriesRaw[i].x != seriesRaw[i - 1].x) { - x << seriesRaw[i].x; - y << seriesRaw[i].y; - } - } - - if (x.GetCount() < 2) - return SmallDataSource; - - Init(x, y); - - coeff.SetCount(1); - - return NoError; -} - -void Spline::Init(const double *x, const double *y, int num) { - nscoeff = num - 1; - - Buffer h(nscoeff); - for(int i = 0; i < nscoeff; ++i) - h[i] = x[i+1] - x[i]; - - Buffer alpha(nscoeff); - for(int i = 1; i < nscoeff; ++i) - alpha[i] = 3*(y[i+1] - y[i])/h[i] - 3*(y[i] - y[i-1])/h[i-1]; - - Buffer c(nscoeff+1), l(nscoeff+1), mu(nscoeff+1), z(nscoeff+1); - l[0] = 1; - mu[0] = 0; - z[0] = 0; - - for(int i = 1; i < nscoeff; ++i) { - l[i] = 2*(x[i+1] - x[i-1]) - h[i-1]*mu[i-1]; - mu[i] = h[i]/l[i]; - z[i] = (alpha[i] - h[i-1]*z[i-1])/l[i]; - } - - l[nscoeff] = 1; - z[nscoeff] = 0; - c[nscoeff] = 0; - - scoeff.Alloc(nscoeff); - for(int i = nscoeff-1; i >= 0; --i) { - c[i] = z[i] - mu[i] * c[i+1]; - scoeff[i].b = (y[i+1] - y[i])/h[i] - h[i]*(c[i+1] + 2*c[i])/3; - scoeff[i].d = (c[i+1] - c[i])/3/h[i]; - } - - for(int i = 0; i < nscoeff; ++i) { - scoeff[i].x = x[i]; - scoeff[i].a = y[i]; - scoeff[i].c = c[i]; - } - xlast = x[num-1]; -} - -int Spline::GetPieceIndex(double x) const { - ASSERT(nscoeff > 0); - int j; - for (j = 0; j < nscoeff; j++) { - if (scoeff[j].x > x) { - if (j == 0) - j = 1; - break; - } - } - return --j; -} - -double Spline::f(double x) const { - int j = GetPieceIndex(x); - - double dx = x - scoeff[j].x; - double dx2 = dx*dx; - return scoeff[j].a + scoeff[j].b*dx + scoeff[j].c*dx*dx + scoeff[j].d*dx*dx2; -} - -double Spline::df(double x) const { - int j = GetPieceIndex(x); - - double dx = x - scoeff[j].x; - return scoeff[j].b + scoeff[j].c*2.*dx + scoeff[j].d*3.*dx*dx; -} - -double Spline::d2f(double x) const { - int j = GetPieceIndex(x); - - double dx = x - scoeff[j].x; - return scoeff[j].c*2. + scoeff[j].d*6.*dx; -} - -double Spline::Integral0(const Coeff &c, double x) { - double x2 = x*x; - return c.a*x + c.b*x2/2 + c.c*x*x2/3 + c.d*x2*x2/4; -} - -double Spline::Integral(double from, double to) const { - int ifrom; - if (!IsNum(from)) { - ifrom = 0; - from = scoeff[0].x; - } else - ifrom = GetPieceIndex(from); - int ito; - if (!IsNum(to)) { - ito = nscoeff-1; - to = xlast; - } else - ito = GetPieceIndex(to); - - ASSERT(ifrom <= ito); - if (ifrom > ito) - return 0; - - double res = 0; - for (int i = ifrom; i < ito; ++i) { - double val = Integral0(scoeff[i], scoeff[i+1].x - scoeff[i].x) - Integral0(scoeff[i], from - scoeff[i].x); - res += val; - from = scoeff[i+1].x; - } - double bal = Integral0(scoeff[ito], to - scoeff[ito].x) - Integral0(scoeff[ito], from - scoeff[ito].x); - res += bal; - return res; -} - -INITBLOCK { - ExplicitEquation::Register("LinearEquation"); - ExplicitEquation::Register("PolynomialEquation2"); - ExplicitEquation::Register("PolynomialEquation3"); - ExplicitEquation::Register("PolynomialEquation4"); - ExplicitEquation::Register("PolynomialEquation5"); - ExplicitEquation::Register("SinEquation"); - ExplicitEquation::Register("DampedSinusoidal"); - ExplicitEquation::Register("Sin_DampedSinusoidal"); - ExplicitEquation::Register("ExponentialEquation"); - ExplicitEquation::Register("RealExponentEquation"); - ExplicitEquation::Register("Rational1Equation"); - ExplicitEquation::Register("FourierEquation1"); - ExplicitEquation::Register("FourierEquation2"); - ExplicitEquation::Register("FourierEquation3"); - ExplicitEquation::Register("FourierEquation4"); - ExplicitEquation::Register("WeibullEquation"); - ExplicitEquation::Register("WeibullCumulativeEquation"); - ExplicitEquation::Register("NormalEquation"); -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterDraw/Equation.h b/uppsrc/ScatterDraw/Equation.h deleted file mode 100644 index b0add957c..000000000 --- a/uppsrc/ScatterDraw/Equation.h +++ /dev/null @@ -1,782 +0,0 @@ -#ifndef _ScatterDraw_Equation_h_ -#define _ScatterDraw_Equation_h_ - -#include - -namespace Upp { - -#define FormatCoeff(id, numDigits) (IsNull(numDigits) ? (String("C") + FormatInt(id)) : FormatDoubleFix(coeff[id], numDigits)) - -class ExplicitEquation : public DataSource { -public: - ExplicitEquation() {isExplicit = true;} - - virtual void SetDegree(int num) = 0; - enum FitError { - NoError = 1, - InadequateDataSource = -1, - SmallDataSource = -2, - ImproperInputParameters = -3, - TooManyFunctionEvaluation = -4 - }; - virtual FitError Fit(DataSource &series, double &r2); - FitError Fit(DataSource &series) {double dummy; return Fit(series, dummy);} - virtual void GuessCoeff(DataSource &series) = 0; - - virtual double f(double ) = 0; - virtual double f(double , double ) {NEVER(); return Null;} - virtual double f(Vector ) {NEVER(); return Null;} - virtual double x(int64 ) {NEVER(); return Null;} - virtual double y(int64 ) {NEVER(); return Null;} - virtual String GetName() = 0; - virtual String GetFullName() {return GetName();} - virtual String GetEquation(int numDigits = 3) = 0; - virtual inline int64 GetCount() const {return coeff.GetCount() > 0 ? 0 : int64(Null);} - - void SetMaxFitFunctionEvaluations(int n){maxFitFunctionEvaluations = n;} - int GetMaxFitFunctionEvaluations() {return maxFitFunctionEvaluations;} - - friend struct Equation_functor; - - const Vector &GetCoeff() {return coeff;} - double GetCoeff(int i) {return coeff[i];} - - template - static void Register(const String& name) { - classMap().FindAdd(name, __Create); - } - static void Unregister(const String& name) { - int i = NameIndex(name); - ASSERT(i >= 0); - classMap().Remove(i); - } - static int NameIndex(const String& name) {return classMap().Find(name);} - static int GetEquationCount() {return classMap().GetCount();} - static ExplicitEquation* Create(int i) {return classMap()[i]();} - - int GetNumCoeff(int ) {return coeff.GetCount();} - - ExplicitEquation &operator=(ExplicitEquation &other) { - if (this != &other) { - degree = other.degree; - coeff = clone(other.coeff); - } - return *this; - } - double R2Y(DataSource &series, double mean = Null); - -protected: - Vector coeff; - int degree; - static int maxFitFunctionEvaluations; - - void SetNumCoeff(int num); - void SetCoeff(const Vector& c) {coeff = clone(c);} - void SetCoeff(double c0, double c1, double c2) {coeff.Clear(); coeff << c0 << c1 << c2;} - void SetCoeff(double c0, double c1) {coeff.Clear(); coeff << c0 << c1;} - void SetCoeff(double c0) {coeff.Clear(); coeff << c0;} - void SetCoeffVal(int id, double c) {coeff[id] = c;} - - typedef ExplicitEquation* (*CreateFunc)(); - template - static ExplicitEquation* __Create() {return new T;} - static VectorMap& classMap() {static VectorMap cMap; return cMap;} -}; - -class AvgEquation : public ExplicitEquation { -public: - AvgEquation() {SetCoeff(0);} - AvgEquation(double c0) {SetCoeff(c0);} - double f(double ) {return coeff[0];} - virtual String GetName() {return t_("Average");} - virtual String GetEquation(int _numDigits = 3) { - String ret = Format("%s", FormatCoeff(0, _numDigits)); - return ret; - } - void SetDegree(int ) {NEVER();} - virtual void GuessCoeff(DataSource &series) {coeff[0] = series.AvgY();} -}; - -class LinearEquation : public ExplicitEquation { -public: - LinearEquation() {SetCoeff(0, 0);} - LinearEquation(double c0, double c1){SetCoeff(c0, c1);} - double f(double x) { - return coeff[0] + x*coeff[1]; - } - virtual String GetName() {return t_("Linear");} - virtual String GetEquation(int _numDigits = 3) { - String ret = Format("%s + %s*x", FormatCoeff(0, _numDigits), FormatCoeff(1, _numDigits)); - ret.Replace("+ -", "- "); - return ret; - } - void SetDegree(int ) {NEVER();} - virtual void GuessCoeff(DataSource &series) {coeff[0] = series.AvgY();} -}; - -class PolynomialEquation : public ExplicitEquation { -public: - PolynomialEquation() {} - PolynomialEquation(const Vector& c) {SetCoeff(c);} - double f(double x); - virtual String GetName() {return t_("Polynomial");} - virtual String GetFullName() {return t_("Polynomial") + String(" n = ") + FormatInt(degree);} - virtual String GetEquation(int numDigits = 3); - void SetDegree(int num) {degree = num; SetNumCoeff(num + 1);} - virtual void GuessCoeff(DataSource &series) { - coeff[0] = series.AvgY(); - int realDegree = degree; - for (degree = 2; degree < realDegree; degree++) - Fit(series); - } -}; - -class PolynomialEquation2 : public PolynomialEquation { -public: - PolynomialEquation2() {SetDegree(2);} -}; - -class PolynomialEquation3 : public PolynomialEquation { -public: - PolynomialEquation3() {SetDegree(3);} -}; - -class PolynomialEquation4 : public PolynomialEquation { -public: - PolynomialEquation4() {SetDegree(4);} -}; - -class PolynomialEquation5 : public PolynomialEquation { -public: - PolynomialEquation5() {SetDegree(5);} -}; - -class SinEquation : public ExplicitEquation { -public: - SinEquation() {coeff.Clear(); coeff << 0. << 0.1 << 0.1 << 0.1;} - SinEquation(double offset, double A, double w, double phi) {Init(offset, A, w, phi);} - void Init(double offset, double A, double w, double phi) {coeff.Clear(); coeff << offset << A << w << phi;} - double f(double x) {return coeff[0] + coeff[1]*sin(coeff[2]*x + coeff[3]);} - virtual String GetName() {return t_("Sine");} - virtual String GetEquation(int _numDigits = 3) { - String ret = Format("%s + %s*sin(%s*t + %s)", FormatCoeff(0, _numDigits), FormatCoeff(1, _numDigits) - , FormatCoeff(2, _numDigits), FormatCoeff(3, _numDigits)); - ret.Replace("+ -", "- "); - return ret; - } - void SetDegree(int ) {NEVER();} - virtual void GuessCoeff(DataSource &series) { - coeff[0] = series.AvgY(); - coeff[1] = series.SinEstim_Amplitude(coeff[0]); - double frequency, phase; - if (series.SinEstim_FreqPhase(frequency, phase, coeff[0])) { - coeff[2] = frequency; - coeff[3] = phase; - } - } -}; - -class DampedSinEquation : public ExplicitEquation { -public: - DampedSinEquation() {coeff.Clear(); coeff << 0. << 0.1 << 0.1 << 0.1 << 0.1;} - DampedSinEquation(double offset, double A, double lambda, double w, double phi) {Init(offset, A, lambda, w, phi);} - void Init(double offset, double A, double lambda, double w, double phi) {coeff.Clear(); coeff << offset << A << lambda << w << phi;} - double f(double x) {return coeff[0] + coeff[1]*exp(-coeff[2]*x)*cos(coeff[3]*x + coeff[4]);} - virtual String GetName() {return t_("DampedSinusoidal");} - virtual String GetEquation(int _numDigits = 3) { - String ret = Format("%s + %s*e^(-%s*t)*cos(%s*t + %s)", FormatCoeff(0, _numDigits), - FormatCoeff(1, _numDigits), FormatCoeff(2, _numDigits), FormatCoeff(3, _numDigits), FormatCoeff(4, _numDigits)); - ret.Replace("+ -", "- "); - return ret; - } - void SetDegree(int ) {NEVER();} - virtual void GuessCoeff(DataSource &series) { - coeff[0] = series.AvgY(); - coeff[2] = series.SinEstim_Amplitude(coeff[0]); - double frequency, phase; - if (series.SinEstim_FreqPhase(frequency, phase, coeff[0])) { - coeff[3] = frequency; - coeff[4] = phase; - } - } -}; - -class Sin_DampedSinEquation : public ExplicitEquation { -public: - Sin_DampedSinEquation() {coeff.Clear(); coeff << 0. << 0.1 << 0.1 << 0.1 << 0.1 << 0.1 << 0.1 << 0.1;} - Sin_DampedSinEquation(double offset, double A1, double w1, double phi1, double A2, - double lambda, double w2, double phi2) {Init(offset, A1, w1, phi1, A2, lambda, w2, phi2);} - void Init(double offset, double A1, double w1, double phi1, double A2, double lambda, - double w2, double phi2) {coeff.Clear(); - coeff << offset << A1 << w1 << phi1 << A2 << lambda << w2 << phi2;} - double f(double x) {return coeff[0] + coeff[1]*cos(coeff[2]*x + coeff[3]) + coeff[4]*exp(-coeff[5]*x)*cos(coeff[6]*x + coeff[7]);} - virtual String GetName() {return t_("Sin_DampedSinusoidal");} - virtual String GetEquation(int _numDigits = 3) { - String ret = Format("%s + %s*cos(%s*t + %s) + %s*e^(-%s*t)*cos(%s*t + %s)", - FormatCoeff(0, _numDigits), FormatCoeff(1, _numDigits), FormatCoeff(2, _numDigits), - FormatCoeff(3, _numDigits), FormatCoeff(4, _numDigits), FormatCoeff(5, _numDigits), - FormatCoeff(6, _numDigits), FormatCoeff(7, _numDigits)); - ret.Replace("+ -", "- "); - return ret; - } - void SetDegree(int ) {NEVER();} - virtual void GuessCoeff(DataSource &series) { - coeff[0] = series.AvgY(); - coeff[1] = series.SinEstim_Amplitude(coeff[0]); - double frequency, phase; - if (series.SinEstim_FreqPhase(frequency, phase, coeff[0])) { - coeff[2] = frequency; - coeff[3] = phase; - } - } -}; - -class FourierEquation : public ExplicitEquation { -public: - FourierEquation() {} - FourierEquation(const Vector& c) {SetCoeff(c);} - double f(double x); - virtual String GetName() {return t_("Fourier");} - virtual String GetFullName() {return t_("Fourier") + String(" n = ") + FormatInt(degree);} - virtual String GetEquation(int numDigits = 3); - virtual void GuessCoeff(DataSource &series) {coeff[0] = series.AvgY();} - void SetDegree(int num) {degree = num; SetNumCoeff(2*num + 2);} -}; - -class FourierEquation1 : public FourierEquation { -public: - FourierEquation1() {SetDegree(1);} -}; - -class FourierEquation2 : public FourierEquation { -public: - FourierEquation2() {SetDegree(2);} -}; - -class FourierEquation3 : public FourierEquation { -public: - FourierEquation3() {SetDegree(3);} -}; - -class FourierEquation4 : public FourierEquation { -public: - FourierEquation4() {SetDegree(4);} -}; - -class ExponentialEquation : public ExplicitEquation { -public: - ExponentialEquation() {SetCoeff(1, 0);} - ExponentialEquation(double c0, double c1) {SetCoeff(c0, c1);} - double f(double x) {return coeff[0]*exp(-x) + coeff[1];} - virtual String GetName() {return t_("Exponential");} - virtual String GetEquation(int numDigits = 3) { - String ret = Format("%s*e^-x + %s", FormatCoeff(0, numDigits), FormatCoeff(1, numDigits)); - ret.Replace("+ -", "- "); - return ret; - } - virtual void GuessCoeff(DataSource &) {} - void SetDegree(int ) {NEVER();} -}; - -class RealExponentEquation : public ExplicitEquation { -public: - RealExponentEquation() {SetCoeff(1, 1);} - RealExponentEquation(double a, double b) {SetCoeff(a, b);} - double f(double x) { - if (x < 0) - return Null; - return coeff[0]*::pow(x, coeff[1]); - } - virtual String GetName() {return t_("RealExponent");} - virtual String GetEquation(int _numDigits = 3) { - String ret = Format("%s*x^%s", FormatCoeff(0, _numDigits), FormatCoeff(1, _numDigits)); - ret.Replace("+ -", "- "); - return ret; - } - virtual void GuessCoeff(DataSource &) {} - void SetDegree(int ) {NEVER();} -}; - -class WeibullCumulativeEquation : public ExplicitEquation { -public: - WeibullCumulativeEquation() {SetCoeff(1, 1);} - WeibullCumulativeEquation(double k, double lambda) {ASSERT(k > 0); ASSERT(lambda > 0); SetCoeff(k, lambda);} - double f(double x) { - if (x < 0) - return 0; - double k = coeff[0]; - double lambda = coeff[1]; - return 1 - ::exp(double(-::pow(x/lambda, k))); - } - virtual String GetName() {return t_("Weibull cumulative");} - virtual String GetEquation(int numDigits = 3) { - String k = FormatCoeff(0, numDigits); - String lambda = FormatCoeff(1, numDigits); - String ret = Format("1 - e^(-((x/%s)^%s))", lambda, k); - ret.Replace("+ -", "- "); - return ret; - } - virtual void GuessCoeff(DataSource &) {} - void SetDegree(int ) {NEVER();} -}; - -class WeibullEquation : public ExplicitEquation { -public: - WeibullEquation() {SetCoeff(1, 1, 1);} - WeibullEquation(double k, double lambda, double factor) {ASSERT(k > 0); ASSERT(lambda > 0); SetCoeff(k, lambda, factor);} - double f(double x) { - double k = coeff[0]; - double lambda = coeff[1]; - double factor = coeff[2]; - if (x/lambda < 0) - return 0; - return factor*(k/lambda)*(::pow(x/lambda, k-1))*::exp(double(-::pow(x/lambda, k))); - } - virtual String GetName() {return t_("Weibull");} - virtual String GetEquation(int numDigits = 3) { - String k = FormatCoeff(0, numDigits); - String lambda = FormatCoeff(1, numDigits); - String sfactor = FormatCoeff(2, numDigits); - String ret = Format("%s*(%s/%s)*(x/%s)^(%s-1)*e^(-((x/%s)^%s))", sfactor, k, lambda, lambda, k, lambda, k); - ret.Replace("+ -", "- "); - return ret; - } - virtual void GuessCoeff(DataSource &) {} - virtual void _GuessCoeff(DataSource &series) { - Vector cumulative = series.CumulativeY(); - double fac = cumulative.Top().y; - for (int i = 0; i < cumulative.GetCount(); ++i) - cumulative[i].y /= fac; - VectorPointf data(cumulative); - WeibullCumulativeEquation weibullCumulative; - ExplicitEquation::FitError error = weibullCumulative.Fit(data); - if (error == ExplicitEquation::NoError) { - double k = weibullCumulative.GetCoeff()[0]; - double lambda = weibullCumulative.GetCoeff()[1]; - SetCoeff(k, lambda, 1); - } - } - FitError Fit(DataSource &series, double &r2) { - _GuessCoeff(series); - return ExplicitEquation::Fit(series, r2); - } - FitError Fit(DataSource &series) {double dummy; return Fit(series, dummy);} - void SetDegree(int ) {NEVER();} -}; - -class NormalEquation : public ExplicitEquation { -public: - NormalEquation() {SetCoeff(1, 1, 1);} - NormalEquation(double c, double mean, double std) {SetCoeff(c, mean, std);} - double f(double x) { - double c = coeff[0]; - double mean = coeff[1]; - double std = coeff[2]; - return c*exp(-0.5*sqr((x - mean)/std))/(std*sqrt(2*M_PI)); - } - virtual String GetName() {return t_("Normal");} - virtual String GetEquation(int numDigits = 3) { - String c = FormatCoeff(0, numDigits); - String mean = FormatCoeff(1, numDigits); - String std = FormatCoeff(2, numDigits); - String ret = Format("%s/(%s*sqrt(2*PI))*e^(-1/2((x-%s)/%s))", c, std, mean, std); - ret.Replace("+ -", "- "); - return ret; - } - virtual void GuessCoeff(DataSource &) {} - virtual void _GuessCoeff(DataSource &series) { - double mean = series.AvgX(); - double std = series.StdDevX(); - double c = series.MaxY()*std*sqrt(2*M_PI); - SetCoeff(c, mean, std); - } - FitError Fit(DataSource &series, double &r2) { - _GuessCoeff(series); - return ExplicitEquation::Fit(series, r2); - } - FitError Fit(DataSource &series) {double dummy; return Fit(series, dummy);} - void SetDegree(int ) {NEVER();} -}; - -class Rational1Equation : public ExplicitEquation { -public: - Rational1Equation() {SetCoeff(1, 0, 0);} - Rational1Equation(double c0, double c1, double c2) {SetCoeff(c0, c1, c2);} - double f(double x) {return coeff[0]/(x + coeff[1]) + coeff[2];} - virtual String GetName() {return t_("Rational_1");} - virtual String GetEquation(int _numDigits = 3) { - String ret = Format("%s/(x + %s) + %s", FormatCoeff(0, _numDigits), FormatCoeff(1, _numDigits), FormatCoeff(2, _numDigits)); - ret.Replace("+ -", "- "); - return ret; - } - virtual void GuessCoeff(DataSource &) {} - void SetDegree(int ) {NEVER();} -}; - -class Spline { -public: - Spline() {} - Spline(const Vector &x, const Vector &y) {Init(x, y);} - Spline(const Eigen::VectorXd &x, const Eigen::VectorXd &y) {Init(x, y);} - Spline(const double *x, const double *y, int n) {Init(x, y, n);} - void Init(const Vector &x, const Vector &y) {Init(x.begin(), y.begin(), x.GetCount());} - void Init(const Eigen::VectorXd &x, const Eigen::VectorXd &y) {Init(x.data(), y.data(), int(x.size()));} - void Init(const double *x, const double *y, int n); - double f(double x) const; - double df(double x) const; - double d2f(double x) const; - double Integral(double from = Null, double to = Null) const; - -private: - struct Coeff {double a, b, c, d, x;}; - Buffer scoeff; - int nscoeff = 0; - double xlast; - - int GetPieceIndex(double x) const; - static double Integral0(const Coeff &c, double x); -}; - -class SplineEquation : public ExplicitEquation, public Spline { -public: - SplineEquation() {} - double f(double x) {return Spline::f(x);} - virtual String GetName() {return t_("Spline");} - void SetDegree(int ) {NEVER();} - void GuessCoeff(DataSource &) {NEVER();} - String GetEquation(int) {return t_("Spline");} - FitError Fit(DataSource &series, double &r2); - FitError Fit(DataSource &series) {double dummy; return Fit(series, dummy);} -}; - -class Unit : public Moveable { -public: - Unit() {SetNull();} - Unit(const Nuller&) : Unit() {} - Unit(double _m, double _l, double _t) : m(_m), l(_l), t(_t) {} - - void Set(const Unit &d) { - m = d.m; - l = d.l; - t = d.t; - } - String GetString() { - if (IsNullInstance()) - return String(); - String ret; - if (m != 0) { - ret << "Kg"; - if (m != 1) - ret << "^" << m; - } - if (l != 0) { - if (!ret.IsEmpty()) - ret << "*"; - ret << "m"; - if (l != 1) - ret << "^" << l; - } - if (t != 0) { - if (!ret.IsEmpty()) - ret << "*"; - ret << "sec"; - if (t != 1) - ret << "^" << t; - } - return ret; - } - bool IsEqual(const Unit &un) {return m == un.m && l == un.l && t == un.t;} - void Mult(const Unit &un) { - m += un.m; - l += un.l; - t += un.t; - } - void Div(const Unit &un) { - m -= un.m; - l -= un.l; - t -= un.t; - } - void Exp(double exp) { - m *= exp; - l *= exp; - t *= exp; - } - void Sqrt() { - m /= 2.; - l /= 2.; - t /= 2.; - } - - void SetNull() {m = Null;} - bool IsNullInstance() const {return Upp::IsNull(m);} - bool IsAdim() const {return (m == 0) && (l == 0) && (t == 0);} - - double m, l, t; -}; - -class doubleUnit : public Moveable { -public: - doubleUnit() : doubleUnit(0) {} - doubleUnit(double _val) : val(_val), sval(String::GetVoid()), unit(0, 0, 0) {} - doubleUnit(const Nuller&) {SetNull();} - - double val; - String sval; - Unit unit; - - void Set(const doubleUnit &d) { - val = d.val; - sval = d.sval; - unit.Set(d.unit); - } - void Sum(const doubleUnit &d) { - if (!(unit.IsEqual(d.unit) || IsNull(unit) || IsNull(d.unit))) - throw Exc(t_("Units does not match in summation")); - val += d.val; - } - void Sub(const doubleUnit &d) { - if (!(unit.IsEqual(d.unit) || IsNull(unit) || IsNull(d.unit))) - throw Exc(t_("Units does not match in substraction")); - val -= d.val; - } - void Mult(const doubleUnit &d) { - unit.Mult(d.unit); - val *= d.val; - } - void Div(const doubleUnit &d) { - if (abs(d.val) < 1e-100) - throw Exc(t_("Division by zero")); - unit.Div(d.unit); - val /= d.val; - } - void Neg() { - val = -val; - } - void Exp(const doubleUnit &d) { - if (!(IsNull(d.unit) || d.unit.IsAdim())) - throw Exc(t_("Exponent cannot have units")); - unit.Mult(d.unit); - val = ::pow(val, d.val); - } - void Sqrt() { - if (val < 0) - throw Exc(t_("Negative number sqrt")); - val = sqrt(val); - unit.Sqrt(); - } - void ResParallel(const doubleUnit &d) { - if (abs(val + d.val) < 1e-100 && abs(val*d.val) > 1e-100) - throw Exc(t_("Division by zero")); - if (!(unit.IsEqual(d.unit) || IsNull(unit) || IsNull(d.unit))) - throw Exc(t_("Units does not match in resistor parallel")); - if (abs(val*d.val) < 1e-100) - val = 0.0; - else - val = val*d.val/(val + d.val); - } - void SetNull() {val = Null;} - bool IsNullInstance() const {return IsNull(unit) && IsNull(val);} -}; - -template<> inline bool IsNull(const doubleUnit& r) {return r.val < DOUBLE_NULL_LIM;} - -class CParserPP : public CParser { -public: - CParserPP() : CParser() {} - CParserPP(const char *ptr) : CParser(ptr) {} - - String ReadIdPP() { - if(!IsId()) - ThrowError("missing id"); - String result; - const char *b = term; - const char *p = b; - - while (true) { - while (iscid(*p)) - p++; - if ((*p) == '[') { - p++; - const char *p0 = p; - while ((*p) >= '0' && (*p) <= '9') - p++; - if (p0 == p) - ThrowError("empty vector index"); - if ((*p) != ']') - ThrowError("wrong token found closing vector index"); - else - p++; - } else if ((*p) == '.') - p++; - else - break; - } - term = p; - DoSpaces(); - return String(b, (int)(uintptr_t)(p - b)); - } -}; - -class EvalExpr { -public: - EvalExpr(); - void Clear() {variables.Clear();} - doubleUnit Eval(String line); - doubleUnit AssignVariable(String var, String expr); - doubleUnit AssignVariable(String var, double d); - String EvalStr(String line, int numDigits = 3); - EvalExpr &SetCaseSensitivity(bool val = true) {noCase = !val; return *this;} - EvalExpr &SetErrorUndefined(bool val = true) {errorIfUndefined = val; return *this;} - EvalExpr &SetAllowString(bool val = true) {allowString = val; return *this;} - - const String &GetFunction(int id) {return functions.GetKey(id);} - int GetFunctionsCount() {return functions.GetCount();} - - void SetConstant(String name, doubleUnit value) {constants.GetAdd(name) = value;} - void SetConstant(int id, doubleUnit value) {constants[id] = value;} - const doubleUnit &GetConstant(String name) {return constants.Get(name, doubleUnit(Null));} - void GetConstant(int id, String &name, doubleUnit &val) {name = constants.GetKey(id); val = constants[id];} - int GetConstantId(String &name) {return constants.Find(name);} - int GetConstantsCount() {return constants.GetCount();} - - void RenameVariable(String name, String newname); - - doubleUnit &GetVariable(String name) { - int id = FindVariable(name); - if (id >= 0) - return variables[id]; - if (errorIfUndefined) - EvalThrowError(p, Format(t_("Unknown identifier '%s'"), name)); - return variables.Add(name, Null); - } - doubleUnit &GetVariable(int id) {return variables[id];} - void GetVariable(int id, String &name, doubleUnit &val) {name = variables.GetKey(id); val = variables[id];} - const String &GetVariableName(int id) const {return variables.GetKey(id);} - int GetVariablesCount() {return variables.GetCount();} - void ClearVariables(); - String &GetLastError() {return lastError;} - - VectorMap constants; - VectorMap functions; - - CParserPP p; - - static void EvalThrowError(CParserPP &p, const char *s); - - virtual int FindVariable(String strId) {return variables.Find(strId);} - Vector FindVariableList(String patternyes, String patternno = "") { - Vector ret; - if (noCase) { - patternyes = ToLower(patternyes); - patternno = ToLower(patternno); - } - for (int i = 0; i < variables.GetCount(); ++i) { - if (PatternMatch(patternyes, variables.GetKey(i)) && !PatternMatch(patternno, variables.GetKey(i))) - ret << i; - } - return ret; - } - -protected: - doubleUnit Exp(CParserPP& p); - - void SetVariable(String name, doubleUnit value) { - lastVariableSetId = variables.FindAdd(name); - variables[lastVariableSetId].Set(value); - } - void SetVariable(int id, doubleUnit value) { - lastVariableSetId = id; - variables[id].Set(value); - } - int FindAddVariable(String name) { - return lastVariableSetId = variables.FindAdd(name); - } - void RemoveVariable(int id) { - variables.Remove(id); - } - bool noCase; - String lastError; - VectorMap variables; - bool errorIfUndefined; - bool allowString; - int lastVariableSetId = -1; - - bool IsFunction(String str) {return functions.Get(str, 0);} - bool IsConstant(String str) {return !IsNull(GetConstant(str));} - -private: - void *Functions_Get(CParserPP& p); - doubleUnit Term(CParserPP& p); - doubleUnit Pow(CParserPP& p); - doubleUnit Mul(CParserPP& p); - - String TermStr(CParserPP& p, int numDigits); - String PowStr(CParserPP& p, int numDigits); - String MulStr(CParserPP& p, int numDigits); - String ExpStr(CParserPP& p, int numDigits); -}; - -class UserEquation : public ExplicitEquation { -public: - UserEquation() {} - UserEquation(String _name, String _strEquation, String varHoriz = "x") {Init(_name, _strEquation, varHoriz);} - void Init(String _name, String _strEquation, String varHoriz = "x") { - name = _name; - _strEquation.Replace(" ", ""); - StringStream str(_strEquation); - Vector parts = GetCsvLine(str, ';', CHARSET_DEFAULT); - if (parts.IsEmpty()) - return; - strEquation = parts[0]; - eval.Clear(); - eval.SetConstant(varHoriz, doubleUnit(23)); - idx = eval.GetConstantsCount() - 1; - eval.EvalStr(strEquation); - coeff.Clear(); - varNames.Clear(); - if (eval.GetVariablesCount() == 0) - coeff.SetCount(1); - else { - for (int i = 0; i < eval.GetVariablesCount(); ++i) { - String varName; - doubleUnit dummy; - eval.GetVariable(i, varName, dummy); - varNames << varName; - int istr; - for (istr = 1; istr < parts.GetCount(); ++istr) { - String strVar = varName + "="; - int ifound = parts[istr].Find(strVar); - if (ifound >= 0) { - double val = ScanDouble(parts[istr].Mid(strVar.GetCount())); - coeff << val; - break; - } - } - if (istr == parts.GetCount()) - coeff << 0.1; - } - } - } - double f(double x) { - eval.SetConstant(idx, doubleUnit(x)); - for (int i = 0; i < varNames.GetCount(); ++i) - eval.AssignVariable(varNames[i], coeff[i]); - return eval.Eval(strEquation).val; - } - void SetName(String _name) {name = _name;} - virtual String GetName() {return name;} - virtual String GetEquation(int numDigits = 3) {return eval.EvalStr(strEquation, numDigits);} - virtual void GuessCoeff(DataSource &) {} - void SetDegree(int) {NEVER();} - -private: - String name; - String strEquation; - Vector varNames; - EvalExpr eval; - int idx; -}; - -} - -#endif diff --git a/uppsrc/ScatterDraw/Histogram.cpp b/uppsrc/ScatterDraw/Histogram.cpp deleted file mode 100644 index 4bc448fd1..000000000 --- a/uppsrc/ScatterDraw/Histogram.cpp +++ /dev/null @@ -1,148 +0,0 @@ -#include -#include -#include -#include - -namespace Upp { - -Histogram::Histogram() { - Clear(); -} - -Histogram::Histogram(const Histogram &hist) { - *this = hist; -} - -Histogram &Histogram::operator=(const Histogram &hist) { - totalVals = hist.totalVals; - - values = hist.values; - ranges <<= hist.ranges; - - return *this; -} - -void Histogram::Clear() { - ranges.Clear(); - values.resize(0); -} - -Histogram &Histogram::Create2D(const Vector > &_ranges, const Vector &data, double total) { - Clear(); - - int numAxis = 2; - int numVals = 1; - for (int ix = 0; ix < numAxis; ++ix) - numVals *= _ranges[ix].GetCount(); - valuesIdx.SetNumAxis(numAxis); - for (int ix = 0; ix < numAxis; ++ix) - valuesIdx.SetAxisDim(ix, _ranges[ix].GetCount()); - values.resize(numVals); - values.setZero(); - ranges.SetCount(numAxis); - for (int ix = 0; ix < numAxis; ++ix) { - ranges[ix].SetCount(_ranges[ix].GetCount()); - for (int d = 0; d < _ranges[ix].GetCount(); ++d) - ranges[ix][d] = _ranges[ix][d]; - } - totalVals = total; - for (int i = 0; i < data.GetCount(); ++i) - values(ptrdiff_t(i)) = data[i]; - return *this; -} - -Histogram &Histogram::Create(Upp::Array &dataAxis, bool isY) { - Clear(); - - int numAxis = dataAxis.GetCount(); - int numVals = 1; - for (int ix = 0; ix < numAxis; ++ix) - numVals *= dataAxis[ix].numVals; - valuesIdx.SetNumAxis(numAxis); - for (int ix = 0; ix < numAxis; ++ix) - valuesIdx.SetAxisDim(ix, dataAxis[ix].numVals); - values.resize(numVals); - values.setZero(); - ranges.SetCount(numAxis); - Vector delta; - delta.SetCount(numAxis); - for (int ix = 0; ix < numAxis; ++ix) { - ranges[ix].SetCount(dataAxis[ix].numVals); - delta[ix] = (dataAxis[ix].max - dataAxis[ix].min + 1)/dataAxis[ix].numVals; - for (int d = 0; d < dataAxis[ix].numVals; ++d) - ranges[ix][d] = (d + 1)*delta[ix]; - } - - totalVals = double(dataAxis[0].data.GetCount()); - Vector index; - index.SetCount(numAxis); - for (int64 i = 0; i < totalVals; ++i) { - for (int ix = 0; ix < numAxis; ++ix) { - double d = isY ? dataAxis[ix].data.y(i) : dataAxis[ix].data.x(i); - if (!!IsNum(d)) { - double val = d - dataAxis[ix].min; - val = val/delta[ix]; - if (val >= dataAxis[ix].numVals) - val = dataAxis[ix].numVals - 1; - else if (val < 0) - val = 0; - ASSERT(int(val) >= 0 && int(val) < dataAxis[ix].numVals); - index[ix] = int(val); - } else - index[ix] = Null; - } - if (!IsNull(index[0])) - values(valuesIdx.GetIndex(index))++; - } - return *this; -} - -Histogram &Histogram::Create(DataSource &data, double min, double max, int numVals, bool isY) { - Clear(); - - values.resize(numVals); - values.setZero(); - ranges.SetCount(1); - ranges[0].SetCount(numVals); - double delta = (max - min)/numVals; - for (int ii = 0; ii < numVals; ++ii) - ranges[0][ii] = min + (ii + 0.5)*delta; - - int64 total = data.GetCount(); - totalVals = 0; - for (int64 i = 0; i < total; ++i) { - double d = isY ? data.y(i) : data.x(i); - if (!!IsNum(d)) { - double val = (d - min)/delta; - if (val >= numVals) - val = numVals - 1; - else if (val < 0) - val = 0; - values(int(val))++; - totalVals++; - } - } - return *this; -} - -Histogram &Histogram::Normalize(double val) { - if (totalVals == val) - return *this; - - if (totalVals > 0) - values *= val/totalVals; - totalVals = val; - return *this; -} - -double Histogram::Compare(const Histogram &hist) { - ASSERT(hist.values.size() == values.size()); - double res = 0; - ptrdiff_t size = values.size(); - for(ptrdiff_t i = 0; i < size; i++) - res += min(values[i], hist.values[i]); - res /= totalVals; - return res; -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterDraw/Histogram.h b/uppsrc/ScatterDraw/Histogram.h deleted file mode 100644 index b8878decd..000000000 --- a/uppsrc/ScatterDraw/Histogram.h +++ /dev/null @@ -1,171 +0,0 @@ -#ifndef _Mathlib_Histogram_h_ -#define _Mathlib_Histogram_h_ - -namespace Upp { - -class MultiDimMatrixIndex { -public: - MultiDimMatrixIndex() {}; - template - MultiDimMatrixIndex(Args... args) {SetAxis(args...);} - - void SetNumAxis(int numAxis) {axisDim.SetCount(numAxis);}; - void SetAxisDim(int axis, int dim) { - ASSERT(axis >= 0 && axis < axisDim.GetCount() && dim > 0); - axisDim[axis] = dim; - } - void SetAxis(int dimX) { - ASSERT(dimX > 0); - axisDim << dimX; - } - template - void SetAxis(int t, Args... args) { - ASSERT(t > 0); - axisDim << t; - SetAxis(args...); - } - - Upp::Vector &GetAxisDim() {return axisDim;}; - int GetIndex(const Vector &index) const { - ASSERT_(index[0] >= 0 && index[0] < axisDim[0], Format("index[0]=%d", index[0])); - int ret = index[0]; - int factor = 1; - for (int ix = 1; ix <= axisDim.GetCount()-1; ++ix) { - ASSERT(index[ix] >= 0 && index[ix] < axisDim[ix]); - factor *= axisDim[ix-1]; - ret += factor*index[ix]; - } - return ret; - } - template - int GetIndex(T t, Args... args) const { - Vector index; - - index << t; - AddIndex(index, args...); - - return GetIndex(index); - } - template - inline int operator()(Args... args) const {return GetIndex(args...);} - - inline int GetIndex(int x, int y) const { - ASSERT(IsValid(x, y)); - return x + axisDim[0]*y; - } - inline int operator()(int x, int y) const {return GetIndex(x, y);} - - inline bool IsValid(int x, int y) const { - return x >= 0 && x < axisDim[0] && y >= 0 && y < axisDim[1]; - } - inline int GetNumAxis() const {return axisDim.GetCount();} - int GetNumData() const { - int ret = 1; - for (auto dim : axisDim) - ret *= dim; - return ret; - } - void Xmlize(XmlIO xml) { - xml - ("axisDim", axisDim) - ; - } - void Jsonize(JsonIO& json) { - json - ("axisDim", axisDim) - ; - } -private: - Vector axisDim; - - template - static void AddIndex(Vector &index, T t) { - index << t; - } - template - static void AddIndex(Vector &index, T t, Args... args) { - index << t; - AddIndex(index, args...); - } -}; - -struct HistogramDataAxis : Moveable { - HistogramDataAxis(DataSource &data, double min, double max, int numVals) : data(data), min(min), max(max), numVals(numVals) {} - DataSource &data; - double min, max; - int numVals; -}; - -class Histogram : public DataSource, public Moveable { -public: - Histogram(); - Histogram(const Histogram &hist); - Histogram(const Nuller&) {SetNull();} - - void SetNull() {Clear();} - bool IsNullInstance() const {return ranges.IsEmpty();} - - virtual Histogram &operator=(const Histogram &hist); - void Clear(); - - Histogram &Create(DataSource &data, double min, double max, int numVals, bool isY = true); - Histogram &Create(Upp::Array &dataAxis, bool isY = true); - Histogram &Create2D(const Vector > &_ranges, const Vector &data, double total); - - Histogram &Normalize(double val = 1); - Histogram &Accumulative(bool _accum = true) {accumulative = _accum; return *this;} - - double Compare(const Histogram &hist); - - inline const double &GetRange(int dim, int i) {return ranges[dim][i];}; - inline int64 GetCount(int dim) const {return ranges[dim].GetCount();} - inline double GetValue(int index) {return y(index);} - inline double GetValue(int c, int r) {return y(valuesIdx(c, r));} - inline bool IsValid(int c, int r) {return valuesIdx.IsValid(c, r);} - - inline double y(int64 id) { - ASSERT(values.size()); - if (!accumulative) - return values(ptrdiff_t(id)); - else { - double ret = 0; - for (ptrdiff_t i = 0; i <= ptrdiff_t(id); ++i) - ret += values(i); - return ret; - } - } - inline double x(int64 id) { - ASSERT(values.size()); - return ranges[0][int(id)]; - } - inline virtual int64 GetCount() const {return !values.size() ? 0 : values.size();}; - inline virtual int64 size() const {return GetCount();}; - - void Xmlize(XmlIO xml) { - xml - ("totalVals", totalVals) - ("valuesIdx", valuesIdx) - ("ranges", ranges) - ; - Upp::Xmlize(xml, values); - } - void Jsonize(JsonIO& json) { - json - ("totalVals", totalVals) - ("valuesIdx", valuesIdx) - ("ranges", ranges) - ; - Upp::Jsonize(json, values); - } -protected: - double totalVals; - bool accumulative = false; - - MultiDimMatrixIndex valuesIdx; - Eigen::VectorXd values; - Vector > ranges; -}; - -} - -#endif diff --git a/uppsrc/ScatterDraw/Legend.cpp b/uppsrc/ScatterDraw/Legend.cpp deleted file mode 100644 index b503c52d5..000000000 --- a/uppsrc/ScatterDraw/Legend.cpp +++ /dev/null @@ -1,239 +0,0 @@ -#include "ScatterDraw.h" - -namespace Upp { - -int ScatterDraw::NumSeriesLegend() const { - int num = 0; - for (int i = 0; i < series.GetCount(); ++i) { - const ScatterSeries &serie = series[i]; - if (serie.IsDeleted() || serie.opacity == 0) - continue; - if (serie.showLegend) - num++; - } - return num; -} - -void ScatterDraw::DrawLegend(Draw& w) const { - if (series.IsEmpty()) - return; - int nlab = NumSeriesLegend(); - if (nlab == 0) - return; - - Upp::Font scaledFont = legendFont; - double textScale = min(plotScaleX, plotScaleY); - int rowHeight = int(textScale*scaledFont.GetHeight()); - int rowAscent = int(textScale*scaledFont.GetAscent()); - scaledFont.Height(rowHeight); - - Upp::Font boldFont = scaledFont; - boldFont.Bold(); - Upp::Font italic = scaledFont; - italic.Italic(); - int xWidth = boldFont.GetWidth('X'); - int lineLen = 4*xWidth; - - Vector legends; - int legendWidth = 0; - for (int i = 0; i < series.GetCount(); ++i) { - const ScatterSeries &serie = series[i]; - if (serie.IsDeleted() || serie.opacity == 0) - continue; - if (serie.showLegend) { - String legend = serie.legend; - if (legend.Find('[') < 0 && !serie.unitsY.IsEmpty()) - legend += " [" + serie.unitsY + "]"; - legends.Add(legend); - legendWidth = max(legendWidth, GetTextSizeSpace(legend, boldFont).cx); - } - } - legendWidth += lineLen + 3*xWidth; - - int rowIncSign; - int plotWLeg, plotHLeg; - int nlr; - int topClip; - int plotLeft, plotTop, rectWidth, rectHeight; - int loclegendRowSpacing; - if (legendAnchor == TOP) { - plotLeft = plotTop = 0; - plotWLeg = size.cx - int((hPlotLeft + hPlotRight)*plotScaleX); - plotHLeg = int(plotScaleY*(vPlotTop - 1) + titleHeight); - rowIncSign = -1; - rectWidth = plotWLeg; - rectHeight = plotHLeg; - topClip = 0; - nlr = fround(rectWidth/legendWidth); - loclegendRowSpacing = 0; - } else { - plotWLeg = size.cx - int(hPlotLeft*plotScaleX); - plotHLeg = size.cy - int((vPlotTop + vPlotBottom)*plotScaleY - titleHeight); - rowIncSign = 1; - if (IsNull(legendPos)) - return; - - plotLeft = int(plotScaleX*hPlotLeft); - plotTop = int(plotScaleY*vPlotTop + titleHeight); - rectWidth = legendWidth*legendNumCols; - rectHeight = 0; - topClip = int(plotScaleY*vPlotTop + titleHeight); - nlr = legendNumCols; - loclegendRowSpacing = int(legendRowSpacing*textScale); - } - if (nlr <= 0) - return; - - int nrows = fceil(double(nlab)/nlr); - - if (legendAnchor != TOP) - rectHeight = int(rowHeight*(nrows + 0.2)) + loclegendRowSpacing*nrows; - - double left = plotLeft + legendPos.x*textScale; - double right = plotWLeg + (hPlotLeft - hPlotRight)*plotScaleX - legendPos.x*textScale - rectWidth; - double top = plotTop + legendPos.y*textScale; - double bottom = plotHLeg - legendPos.y*textScale - rectHeight; - Rectf rect; - switch(legendAnchor) { - case TOP: rect.Set(plotScaleX*hPlotLeft, 0, rectWidth, rectHeight); break; - case LEFT_TOP: rect.Set(left, top, left + rectWidth, top + rectHeight); break; - case RIGHT_TOP: rect.Set(right, top, right + rectWidth, top + rectHeight); break; - case LEFT_BOTTOM: rect.Set(left, bottom, left + rectWidth, bottom + rectHeight); break; - case RIGHT_BOTTOM: rect.Set(right, bottom, right + rectWidth, bottom + rectHeight);break; - default: rect.Set(0, 0, 0, 0); - } - - w.Clip(int(plotScaleX*hPlotLeft), topClip, plotWLeg, plotHLeg); - - if (legendAnchor != TOP) { - if (!IsNull(legendFillColor)) - FillRectangle(w, rect, legendFillColor); - if (!IsNull(legendBorderColor)) - DrawRectangle(w, rect, textScale, 1, legendBorderColor); - } - for(int row = 0, start = 0, i = 0, ireal = 0; row <= nrows; row++) { - for(; ireal < min(start + nlr, nlab); i++) { - const ScatterSeries &serie = series[i]; - if (serie.IsDeleted() || serie.opacity == 0) - continue; - if (serie.showLegend) { - double lx = rect.left + (ireal - start)*legendWidth + xWidth; - double ly = (rowIncSign >= 0 ? rect.top : rect.bottom) + - rowIncSign*int(rowHeight*(row + 0.6) + loclegendRowSpacing*(row + 0.5)); - Vector line; - double dashLen = GetDashLength(serie.dash)*textScale; - double realLineLen = lineLen/dashLen > 1 ? dashLen*int(lineLen/dashLen) : lineLen; - line << Pointf(lx, ly) << Pointf(lx + realLineLen, ly); - if (serie.opacity > 0 && serie.thickness > 0 && (serie.seriesPlot || serie.legendLine)) - DrawPolylineOpa(w, line, textScale, 1, serie.thickness, serie.color, serie.dash); - Pointf mark_p(lx + xWidth, ly); - if (serie.markWidth > 0 && serie.markPlot) - serie.markPlot->Paint(w, plotScaleAvg, mark_p, serie.markWidth, serie.markColor, - serie.markBorderWidth, serie.markBorderColor); - Upp::Font &font = serie.primaryY ? boldFont : italic; - DrawText(w, lx + lineLen + xWidth, ly - int((2*rowAscent)/3), 0, legends[ireal], font, serie.color); - ireal++; - } - } - start = ireal; - } - w.End(); -} - -void ScatterDraw::DrawRainbowPalette(Draw& w) const { - double plotLeft = plotScaleX*hPlotLeft; - double plotTop = plotScaleY*vPlotTop + titleHeight; - double plotRight = size.cx - hPlotRight*plotScaleX; - double plotBottom = size.cy - vPlotBottom*plotScaleY; - - double rainbowPosx = rainbowPos.x*plotScaleX; - double rainbowPosy = rainbowPos.y*plotScaleY; - double rainbowSizecx = rainbowSize.cx*plotScaleX; - double rainbowSizecy = rainbowSize.cy*plotScaleY; - - Rect rect; - Font fnt = rainbowPaletteFont; - fnt.Height(int((fnt.GetHeight()+ + fnt.GetDescent())*min(plotScaleX, plotScaleY))); - switch(rainbowAnchor) { - case LEFT_TOP: rect.Set(int(plotLeft + rainbowPosx), - int(plotTop + rainbowPosy), - int(plotLeft + rainbowPosx + rainbowSizecx), - int(plotTop + rainbowPosy + rainbowSizecy)); - break; - case RIGHT_TOP: rect.Set(int(plotRight - rainbowPosx - rainbowSizecx), - int(plotTop + rainbowPosy), - int(plotRight - rainbowPosx), - int(plotTop + rainbowPosy + rainbowSizecy)); - break; - case LEFT_BOTTOM: rect.Set(int(plotLeft + rainbowPosx), - int(plotBottom- rainbowPosy - rainbowSizecy), - int(plotLeft + rainbowPosx + rainbowSizecx), - int(plotBottom- rainbowPosy)); - break; - case RIGHT_BOTTOM: rect.Set(int(plotRight - rainbowPosx - rainbowSizecx), - int(plotBottom- rainbowPosy - rainbowSizecy), - int(plotRight - rainbowPosx), - int(plotBottom- rainbowPosy)); - break; - default: rect.Set(0, 0, 0, 0); - } - - if (!surfUnits.IsEmpty()) { - Size unitsSize = GetTextSizeSpace(surfUnits, fnt); - switch (surfUnitsPos) { - case UNITS_TOP: w.DrawText(int(rect.left + rect.GetWidth()/2. - unitsSize.cx/2.), - int(rect.top - unitsSize.cy*1.3), - surfUnits, fnt, rainbowPaletteTextColor); - break; - case UNITS_BOTTOM: w.DrawText(int(rect.left + rect.GetWidth()/2. - unitsSize.cx/2.), - int(rect.bottom + unitsSize.cy*0.3), - surfUnits, fnt, rainbowPaletteTextColor); - break; - case UNITS_LEFT: w.DrawText(int(rect.left - 1.3*unitsSize.cy), - int(rect.top + rect.GetHeight()/2. - unitsSize.cx/2.), 900, - surfUnits, fnt, rainbowPaletteTextColor); - break; - case UNITS_RIGHT: w.DrawText(int(rect.right + 0.3*unitsSize.cy), - int(rect.top + rect.GetHeight()/2. - unitsSize.cx/2.), 900, - surfUnits, fnt, rainbowPaletteTextColor); - break; - } - } - - double textX = 0; - switch (surfLegendPos) { - case LEGEND_RIGHT: textX = rect.right + 4*plotScaleX; - break; - case LEGEND_LEFT: textX = rect.left - 4*plotScaleX; - break; - } - - ImageBuffer out_image(rect.GetWidth(), rect.GetHeight()); - - double delta = rect.GetHeight(); - for (int iy = 0; iy < delta; ++iy) { - Color col = GetRainbowColor((delta - iy)/delta, surfRainbow, - continuousColor ? 0 : surfNumColor); - for (int ix = 0; ix < rect.GetWidth(); ++ix) - out_image[iy][ix] = col; - } - w.DrawImage(rect.left, rect.top, out_image); - DrawRectangle(w, rect, plotScaleAvg, 1, rainbowBorderColor); - - double deltaZ = (surfMaxZ - surfMinZ)/double(surfNumColor); - for (int i = 0; i <= surfNumColor; ++i) { - double val = surfMinZ + deltaZ*i; - String txt = VariableFormatZ(val); - Size textSize = GetTextSizeSpace(txt, fnt); - double deltax = 0; - if (surfLegendPos == LEGEND_LEFT) - deltax = textSize.cx; - double deltay = textSize.cy/2; - double ypos = rect.bottom - (i*rect.GetHeight())/double(surfNumColor); - w.DrawText(int(textX - deltax), int(ypos - deltay), txt, fnt, rainbowPaletteTextColor); - if (i > 0 && i < surfNumColor) - DrawLine(w, rect.left, ypos, rect.right, ypos, 1*plotScaleAvg, rainbowBorderColor); - } -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterDraw/MarkPlot.h b/uppsrc/ScatterDraw/MarkPlot.h deleted file mode 100644 index dfa89a314..000000000 --- a/uppsrc/ScatterDraw/MarkPlot.h +++ /dev/null @@ -1,351 +0,0 @@ -#ifndef _ScatterDraw_MarkPlot_h_ -#define _ScatterDraw_MarkPlot_h_ - -namespace Upp { - -class MarkPlot { -public: - MarkPlot() : multiPlot(false), type(0) {} - virtual ~MarkPlot() noexcept {}; - virtual void Paint(Draw &p, const double& , const Point& cp, const double& size, - const Color& markColor, const double& markBorderWidth, const Color& markBorderColor) const = 0; - virtual void Paint(Draw &, const double& , int , int , const Vector& , - const Vector& , const Vector& , const double& , - const Color& , const double& , const Color& ) const {NEVER();}; - virtual void Paint(Painter &p, const double& , const Point& cp, const double& size, - const Color& markColor, const double& markBorderWidth, const Color& markBorderColor) const = 0; - virtual void Paint(Painter &, const double& , int , int , const Vector& , - const Vector& , const Vector& , const double& , - const Color& , const double& , const Color& ) const {NEVER();}; - template - static void Register(const String& name) - { - classMap().FindAdd(name, __Create); - typeMap().FindAdd(typeid(T).name(), name); - T dummy; - typeNumber().Add(dummy.GetTypeCount()); - typeString().Add(dummy.TypeString()); - } - static void Unregister(const String& name) - { - int i = TypeIndex(name); - ASSERT(i >= 0); - classMap().Remove(i); - typeMap().Remove(i); - typeNumber().Remove(i); - typeString().Remove(i); - } - static String TypeName(int i) {return typeMap()[i];} - static int TypeIndex(const String& name) {return classMap().Find(name);} - static int GetCount() {return classMap().GetCount();} - static MarkPlot* Create(int i) {return classMap()[i]();} - static Vector GetTypes() {return clone(typeMap()).PickValues();} - int GetType() const {return typeMap().Find(typeid(*this).name());} - MarkPlot* Copy()const; - bool IsMultiPlot() const {return multiPlot;} - - static int GetTypeCount(int iM) {return typeNumber()[iM];} - static String TypeString(int iM, int iT) {return typeString()[iM][iT];} - virtual int GetTypeCount() {return 0;} - virtual const char **TypeString() {return NULL;} - - void SetTypeType(int _type) {this->type = _type;} - int GetTypeType() {return type;} - -protected: - typedef MarkPlot* (*CreateFunc)(); - template - static MarkPlot* __Create() {return new T;} - static VectorMap& classMap() {static VectorMap cMap; return cMap;} - static VectorMap& typeMap() {static VectorMap tMap; return tMap;} - - bool multiPlot; - int type; - - static Vector& typeNumber() {static Vector typeNumber; return typeNumber;} - static Vector& typeString() {static Vector typeString; return typeString;} -}; - -class CircleMarkPlot : public MarkPlot { -private: - template - void DoPaint(T& w, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - int radius = fround(scale*size); - int radius2 = radius/2; - w.DrawEllipse(cp.x - radius2, cp.y - radius2, radius, radius, markColor, fround(markBorderWidth), markBorderColor); - } - -public: - void Paint(Draw &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - DoPaint(p, scale, cp, size, markColor, markBorderWidth, markBorderColor); - } - void Paint(Painter &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - DoPaint(p, scale, cp, size, markColor, markBorderWidth, markBorderColor); - } -}; - -class SquareMarkPlot : public MarkPlot { -private: - template - void DoPaint(T& w, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - Vector p; - int side2l = int((size*scale)/2.); - int side2r = int(size*scale - side2l); - p << Point(cp.x - side2l, cp.y - side2l) << Point(cp.x + side2r, cp.y - side2l) - << Point(cp.x + side2r, cp.y + side2r) << Point(cp.x - side2l, cp.y + side2r) - << Point(cp.x - side2l, cp.y - side2l); - w.DrawPolygon(p, markColor, fround(markBorderWidth), markBorderColor); - } - -public: - void Paint(Draw &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - DoPaint(p, scale, cp, size, markColor, markBorderWidth, markBorderColor); - } - void Paint(Painter &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - DoPaint(p, scale, cp, size, markColor, markBorderWidth, markBorderColor); - } -}; - -class TriangleMarkPlot : public MarkPlot { -private: - template - void DoPaint(T& w, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - Vector p; - int xl = int((size*scale)/2.); - int xr = int(size*scale - xl); - int yt = int(size*scale*2/3.); - int yb = int(size*scale - yt); - p << Point(cp.x - xl, cp.y + yb) << Point(cp.x + xr, cp.y + yb) - << Point(cp.x, cp.y - yt) << Point(cp.x - xl, cp.y + yb); - w.DrawPolygon(p, markColor, fround(markBorderWidth), markBorderColor); - } - -public: - void Paint(Draw &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - DoPaint(p, scale, cp, size, markColor, markBorderWidth, markBorderColor); - } - void Paint(Painter &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& markBorderWidth, const Color& markBorderColor) const - { - DoPaint(p, scale, cp, size, markColor, markBorderWidth, markBorderColor); - } -}; - -class CrossMarkPlot : public MarkPlot { -private: - template - void DoPaint(T& w, const double& scale, const Point& cp, const double& size, const Color& markColor) const - { - int side2l = int((size*scale)/2.); - int side2r = int(size*scale - side2l); - w.DrawLine(cp.x - side2l, cp.y, cp.x + side2r, cp.y, fround(scale), markColor); - w.DrawLine(cp.x, cp.y - side2l, cp.x, cp.y + side2r, fround(scale), markColor); - } - -public: - void Paint(Draw &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& , const Color& ) const - { - DoPaint(p, scale, cp, size, markColor); - } - void Paint(Painter &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& , const Color& ) const - { - DoPaint(p, scale, cp, size, markColor); - } -}; - -class XMarkPlot : public MarkPlot { -private: - template - void DoPaint(T& w, const double& scale, const Point& cp, const double& size, const Color& markColor) const - { - int side2l = int((size*scale)/2.); - int side2r = int(size*scale - side2l); - w.DrawLine(cp.x - side2l, cp.y - side2l, cp.x + side2r, cp.y + side2r, fround(scale), markColor); - w.DrawLine(cp.x + side2r, cp.y - side2l, cp.x - side2l, cp.y + side2r, fround(scale), markColor); - } - -public: - void Paint(Draw &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& , const Color& ) const - { - DoPaint(p, scale, cp, size, markColor); - } - void Paint(Painter &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& , const Color& ) const - { - DoPaint(p, scale, cp, size, markColor); - } -}; - -class RhombMarkPlot : public MarkPlot { -private: - template - void DoPaint(T& w, const double& scale, const Point& cp, const double& size, const Color& markColor) const - { - Vector p; - int side2l = int((size*scale)/2.); - int side2r = int(size*scale - side2l); - p << Point(cp.x, cp.y - side2l) << Point(cp.x + side2r, cp.y) - << Point(cp.x, cp.y + side2r) << Point(cp.x - side2l, cp.y) - << Point(cp.x, cp.y - side2l); - w.DrawPolygon(p, markColor, fround(scale/2.), markColor); - } - -public: - void Paint(Draw &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& , const Color& ) const - { - DoPaint(p, scale, cp, size, markColor); - } - void Paint(Painter &p, const double& scale, const Point& cp, const double& size, const Color& markColor, - const double& , const Color& ) const - { - DoPaint(p, scale, cp, size, markColor); - } -}; - -//void debug_h(); // Dummy function used to debug .h files - -class RangePlot : public MarkPlot { -public: - enum RangeType {ALL, MIN_MAX, MIN_AVG_MAX}; - RangePlot(RangeType rangeType = ALL) { - type = rangeType; - multiPlot = true; - } - virtual int GetTypeCount() {return 3;} - virtual const char **TypeString() { - static const char *names[] = {"ALL", "MIN_MAX", "MIN_AVG_MAX"}; - return names; - } - -private: - template - void DoPaint(T& w, const double& scale, int x, int y, const Vector& dataX, - const Vector& dataY, const double& size, const Color& markColor) const - { - int side2l = int((size*scale)/2.); - int side2r = int(size*scale - side2l); - const Vector *pdata; - if (!dataY.IsEmpty()) - pdata = &dataY; - else - pdata = &dataX; - if (pdata->GetCount() == 0) - return; - int avg = 0; - int min = INT_MAX; - int max = INT_MIN; - for (int i = 0; i < pdata->GetCount(); ++i) { - if (min > (*pdata)[i]) - min = (*pdata)[i]; - if (max < (*pdata)[i]) - max = (*pdata)[i]; - } - if (type == MIN_AVG_MAX) { - for (int i = 0; i < pdata->GetCount(); ++i) - avg += (*pdata)[i]; - avg /= pdata->GetCount(); - } - if (!dataY.IsEmpty()) { - if (type == ALL) { - for (int i = 0; i < dataY.GetCount(); ++i) - w.DrawLine(x - side2l, dataY[i], x + side2r, dataY[i], fround(scale), markColor); - } else { - w.DrawLine(x - side2l, min, x + side2r, min, fround(scale), markColor); - w.DrawLine(x - side2l, max, x + side2r, max, fround(scale), markColor); - if (type == MIN_AVG_MAX) - w.DrawLine(x - side2l, avg, x + side2r, avg, fround(scale*4), markColor); - } - w.DrawLine(x, min, x, max, fround(scale), markColor); - } else { - if (type == ALL) { - for (int i = 0; i < dataX.GetCount(); ++i) - w.DrawLine(dataX[i], y - side2l, dataX[i], y + side2r, fround(scale), markColor); - } else { - w.DrawLine(min, y - side2l, min, y + side2r, fround(scale), markColor); - w.DrawLine(max, y - side2l, max, y + side2r, fround(scale), markColor); - if (type == MIN_AVG_MAX) - w.DrawLine(avg, y - side2l, avg, y + side2r, fround(scale*4), markColor); - } - w.DrawLine(min, y, max, y, fround(scale), markColor); - } - } - -public: - virtual void Paint(Draw &p, const double& scale, int x, int y, const Vector& dataX, - const Vector& dataY, const Vector& , const double& size, - const Color& markColor, const double& , const Color& ) const - { - DoPaint(p, scale, x, y, dataX, dataY, size, markColor); - } - virtual void Paint(Painter &p, const double& scale, int x, int y, const Vector& dataX, - const Vector& dataY, const Vector& , const double& size, - const Color& markColor, const double& , const Color& ) const - { - DoPaint(p, scale, x, y, dataX, dataY, size, markColor); - } - void Paint(Draw &, const double& , const Point& , const double& , const Color& , - const double& , const Color& ) const - {} - void Paint(Painter &, const double& , const Point& , const double& , const Color& , - const double& , const Color& ) const - {} -}; - -class BubblePlot : public MarkPlot { -private: - template - void DoPaint(T& w, const double& scale, int x, int y, const Vector& dataFixed, const double& , - const Color& markColor, const double& markBorderWidth, const Color& markBorderColor) const - { - if (dataFixed.IsEmpty()) - return; - int diameter = int(scale*dataFixed[0]); - int radius = int(scale*dataFixed[0]/2.); - w.DrawEllipse(x - radius, y - radius, diameter, diameter, markColor, fround(markBorderWidth), markBorderColor); - } - -public: - BubblePlot() {multiPlot = true;} - virtual void Paint(Draw &p, const double& scale, int x, int y, const Vector& , - const Vector& , const Vector& dataFixed, const double& size, - const Color& markColor, const double& markBorderWidth, const Color& markBorderColor) const - { - DoPaint(p, scale, x, y, dataFixed, size, markColor, markBorderWidth, markBorderColor); - } - virtual void Paint(Painter &p, const double& scale, int x, int y, const Vector& , - const Vector& , const Vector& dataFixed, const double& size, - const Color& markColor, const double& markBorderWidth, const Color& markBorderColor) const - { - DoPaint(p, scale, x, y, dataFixed, size, markColor, markBorderWidth, markBorderColor); - } - void Paint(Draw &, const double& , const Point& , const double& , const Color& , - const double& , const Color& ) const - {} - void Paint(Painter &, const double& , const Point& , const double& , const Color& , - const double& , const Color& ) const - {} -}; - -} - -#endif diff --git a/uppsrc/ScatterDraw/PieDraw.cpp b/uppsrc/ScatterDraw/PieDraw.cpp deleted file mode 100644 index 53748da8a..000000000 --- a/uppsrc/ScatterDraw/PieDraw.cpp +++ /dev/null @@ -1,223 +0,0 @@ -#include "PieDraw.h" -#include "DrawingFunctions.h" - -namespace Upp { - -static void DrawPie(Draw& w, double c_x, double c_y, double r, int start, int alpha, int width = 0, - Color fill = Null, Color outline = Black, uint64 pattern = 0, Color background = White) { - const int dalpha = 1; - int n = alpha/dalpha; - - Vector vP; - Point centre = Point(int(c_x), int(c_y)); - vP << centre; - int ix; - int iy; - for (int i = 0; i <= n; i++) { - double x = c_x + r*cos((start+i*dalpha)*M_PI/1800); - ix = fround(x); - double y = c_y + r*sin((start+i*dalpha)*M_PI/1800); - iy = fround(y); - double dxy = (x-ix)*(x-ix) + (y-iy)*(y-iy); - if(dxy < 0.1 || i == 0 || i == n) - vP << Point(ix,iy); - if(w.Pixels()) - w.DrawRect(ix, iy, 1, 1, Blend(fill, background, 150)); - } - vP << centre; - w.DrawPolygon(vP, fill, width, outline, pattern, Null); -} - -void PieDraw::AddCategory(const String& name, const double& value, const Color& catcolor) { - vNames.Add(name); - vValues.Add(value); - vColors.Add(catcolor); - Refresh(); -} - -void PieDraw::RemoveCategory(const int& index) { - ASSERT(!vValues.IsEmpty() && vValues.GetCount() > index); - vNames.Remove(index); - vValues.Remove(index); - vColors.Remove(index); - Refresh(); -} - -PieDraw& PieDraw::SetCatValue(const int& index, const double& value) { - ASSERT(!vValues.IsEmpty() && vValues.GetCount() > index); - vValues[index] = value; - Refresh(); - return *this; -} - -PieDraw& PieDraw::SetCatName(const int& index, const String& name) { - ASSERT(!vNames.IsEmpty() && vNames.GetCount() > index); - vNames[index] = name; - Refresh(); - return *this; -} - -PieDraw& PieDraw::SetCatColor(const int& index, const Color& catcolor) { - ASSERT(!vColors.IsEmpty() && vColors.GetCount() > index); - vColors[index] = catcolor; - Refresh(); - return *this; -} - -double PieDraw::GetCatValue(const int& index) const { - ASSERT(!vValues.IsEmpty() && vValues.GetCount() > index); - return vValues[index]; -} - -String PieDraw::GetCatName(const int& index) const { - ASSERT(!vNames.IsEmpty() && vNames.GetCount() > index); - return vNames[index]; -} - -Color PieDraw::GetCatColor(const int& index) const { - ASSERT(!vColors.IsEmpty() && vColors.GetCount() > index); - return vColors[index]; -} - -void PieDraw::PaintPie(Draw& w, int scale) { - Size sz = scale*GetSize(); - - if (!IsNull(backColor)) - w.DrawRect(sz, backColor); - - Size textsize; - textsize.cx = 0; - textsize.cy = 0; - if(!title.IsEmpty()) { - Upp::Font FontTitle6; - FontTitle6 = titleFont; - FontTitle6.Height(scale*(titleFont.GetHeight()+ + titleFont.GetDescent())); - FontTitle6.Width(scale*titleFont.GetWidth()); - textsize = GetTextSizeSpace(title, FontTitle6); - if(titlePos == TOP) - w.DrawText((scale*GetSize().cx - textsize.cx)/2, scale*titleGap, title, FontTitle6, titleColor); - else - w.DrawText((scale*GetSize().cx - textsize.cx)/2, scale*(GetSize().cy - titleFont.GetHeight() -titleFont.GetDescent() - titleGap), - title, FontTitle6,titleColor); - } - - if(vValues.IsEmpty()) - return; - - int alfa0 = -900 + static_cast(pieAngle); - int a0 = 0; - double sum = 0; - for(int i = 0; i < vValues.GetCount(); i++) - sum += vValues[i]; - - double circWidth = sz.cx - pieMarginLeft - pieMarginRight; - if (circWidth < 0) - circWidth = 0; - double circHeight = sz.cy - pieMarginTop - textsize.cy - pieMarginBottom; - if (circHeight < 0) - circHeight = 0; - double circ_r; - if (circWidth > circHeight) - circ_r = circHeight/2.; - else - circ_r = circWidth/2.; - double circ_x = pieMarginLeft + circWidth/2.; - - double circ_y; - if(titlePos == TOP) - circ_y = pieMarginTop + titleGap + textsize.cy + circHeight/2.; - else - circ_y = pieMarginTop + circHeight/2.; - - circ_x *= scale; - circ_y *= scale; - circ_r *= scale; - - for(int i = 0; i < vValues.GetCount(); i++) { - DrawPie(w, circ_x*scale, circ_y*scale, circ_r*scale, alfa0, fround(3600.0*vValues.At(i)/sum), - 1*scale, vColors.At(i), vColors.At(i), 0, backColor); - alfa0 += fround(3600.0*vValues[i]/sum); - } - if(showPercent) { - alfa0 = -900 + static_cast(pieAngle); - for(int i = 0; i < vValues.GetCount(); i++) { - a0 = alfa0; - alfa0 += fround(3600.0*vValues[i]/sum); - String percent = GetPercent(vValues[i],sum); - Upp::Font scaledFont; - scaledFont.Height(scale*(StdFont().GetHeight() + StdFont().GetDescent())); - scaledFont.Width(scale*StdFont().GetWidth()); - Size szz = GetTextSizeSpace(percent, scaledFont); - - int px = int(circ_x + scale*circ_r*cos(M_PI*(alfa0+a0)/3600)/1.3 - szz.cx/2.); - int py = int(circ_y + scale*circ_r*sin(M_PI*(alfa0+a0)/3600)/1.3 - szz.cy/2.); - w.DrawRect(px, py, szz.cx, 1, percentBack); - w.DrawRect(px-1, py + 1, szz.cx + 2, szz.cy-2, percentBack); - w.DrawRect(px, py + szz.cy - 1, szz.cx, 1, percentBack); - w.DrawText(px, py, percent, scaledFont); - } - } - if(showLegend) { - Upp::Font scaledFont; - scaledFont.Height(scale*(legendFont.GetHeight() + legendFont.GetDescent())); - scaledFont.Width(scale*legendFont.GetWidth()); - int fh = scale*(legendFont.GetHeight() + legendFont.GetDescent()); - int nr = GetCatCount(); - int legendWidth = 0; - int legendHeight = (1 + nr)*(scaledFont.GetHeight()+scaledFont.GetDescent()); - for(int i = 0; i < nr; i++) - legendWidth = max(legendWidth, GetTextSizeSpace(vNames[i], scaledFont).cx); - legendWidth += fround(2.2*fh); - - double leg_x = -legendLeft + sz.cx - legendWidth; - double leg_y; - if (IsNull(legendTop)) - leg_y = int(circ_y - scale*legendHeight/2.); - else - leg_y = legendTop*scale; - w.DrawRect(int(leg_x), int(leg_y), scale*legendWidth, scale*legendHeight, legendBackColor); - - int dly = scale*legendHeight/nr; - for(int i = 0; i < nr; i++) { - w.DrawRect(int(leg_x) + 2*scale, int(leg_y + i*dly + dly/2. - fh/2.), fh, fh, vColors[i]); - w.DrawText(int(leg_x) + fround(1.8*fh), int(leg_y) + i*dly + int((dly - scaledFont.GetLineHeight())/2), - vNames[i], scaledFont, legendTextColor); - } - } -} - -String PieDraw::GetPercent(double a, double total) { - double p = a*100/total; - return FormatDouble(p, 1) + '%'; -} - -Drawing PieDraw::GetDrawing(int scale) { - DrawingDraw ddw(scale*GetSize()); - PaintPie(ddw, scale); - return ddw; -} - -Image PieDraw::GetImage(int scale) { - int mode = MODE_ANTIALIASED; - - ImageBuffer ib(scale*GetSize()); - BufferPainter bp(ib, mode); - - bp.LineCap(LINECAP_BUTT); - bp.LineJoin(LINEJOIN_MITER); - if(IsNull(backColor)) - bp.Clear(RGBAZero()); - PaintPie(bp, scale); - - return ib; -} - -PieDraw::PieDraw(): backColor(White), titleFont(StdFont(16)), titleColor(Black), titlePos(TOP), - titleGap(2), showPercent(true), percentBack(Null), - legendFont(StdFont()), legendTextColor(Black), legendBackColor(Null), - showLegend(true), legendLeft(10), legendTop(Null), pieAngle(0), - pieMarginLeft(40), pieMarginTop(40), - pieMarginRight(40), pieMarginBottom(40) -{} - -} \ No newline at end of file diff --git a/uppsrc/ScatterDraw/PieDraw.h b/uppsrc/ScatterDraw/PieDraw.h deleted file mode 100644 index 35c437caa..000000000 --- a/uppsrc/ScatterDraw/PieDraw.h +++ /dev/null @@ -1,98 +0,0 @@ -#ifndef _ScatterDraw_PieDraw_h_ -#define _ScatterDraw_PieDraw_h_ - -#include -#include -#include "DataSource.h" - -namespace Upp { - -class PieDraw { -public: - PieDraw(); - virtual ~PieDraw() noexcept {}; - - enum titlePosition {BOTTOM, TOP}; - - PieDraw& SetColor(const Color& _color) {backColor = _color; - RGBA r; - r = backColor; - r.a = 0; - backColor = r; - - return *this;} - PieDraw& SetTitle(const String& _title) {title = _title; return *this;} - String GetTitle() {return title;} - PieDraw& SetTitleFont(const Upp::Font& font){titleFont = font; return *this;} - PieDraw& SetTitleColor(const Color& color) {titleColor = color; return *this;} - PieDraw& SetTitlePos(titlePosition pos) {titlePos = pos; return *this;} - PieDraw& SetTitleGap(const int& gap) {titleGap = gap; return *this;} - - PieDraw& ShowPercent(bool show = true) {showPercent = show; return *this;} - PieDraw& SetPercentBack(const Color& pbcolor) {percentBack = pbcolor; return *this;} - - PieDraw& ShowLegend(bool show = true) {showLegend = show; return *this;} - PieDraw& SetLegendFont(const Upp::Font& font) {legendFont = font; return *this;} - PieDraw& SetLegendTextColor(const Color& color) {legendTextColor = color; return *this;} - PieDraw& SetLegendBackColor(const Color& color) {legendBackColor = color; return *this;} - PieDraw& SetLegendLeft(const int& left) {legendLeft = left; return *this;} - PieDraw& SetLegendTop(const int& top) {legendTop = top; return *this;} - - PieDraw& SetPieAngle(const double& angle) {pieAngle = angle; return *this;} - PieDraw& SetPieMarginLeft(const int& left) {pieMarginLeft = left; return *this;} - PieDraw& SetPieMarginTop(const int& top) {pieMarginTop = top; return *this;} - PieDraw& SetPieMarginRight(const int& right) {pieMarginRight = right; return *this;} - PieDraw& SetPieMarginBottom(const int& bottom) {pieMarginBottom = bottom; return *this;} - - void AddCategory(const String& name, const double& value, const Color& catcolor); - void RemoveCategory(const int& index); - PieDraw& SetCatValue(const int& index, const double& value); - PieDraw& SetCatName(const int& index, const String& name); - PieDraw& SetCatColor(const int& index, const Color& catcolor); - double GetCatValue (const int& index)const; - String GetCatName (const int& index)const; - Color GetCatColor (const int& index)const; - int GetCatCount() const {return vColors.GetCount();} - - Drawing GetDrawing(int scale = 3); - Image GetImage(int scale = 1); - - virtual void Refresh() {}; - - PieDraw& SetSize(Size sz) {size = sz; return *this;}; - virtual Size GetSize() const {return size;}; - -protected: - void PaintPie(Draw& w, int scale); - -private: - Color backColor; - String title; - Upp::Font titleFont; - Color titleColor; - titlePosition titlePos; - int titleGap; - - bool showPercent; - Color percentBack; - - Upp::Font legendFont; - Color legendTextColor, legendBackColor; - bool showLegend; - int legendLeft, legendTop; - - double pieAngle; - int pieMarginLeft, pieMarginTop, pieMarginRight, pieMarginBottom; - - Vector vNames; - Vector vValues; - Vector vColors; - - Size size; - - String GetPercent(double a, double total); -}; - -} - -#endif diff --git a/uppsrc/ScatterDraw/ScatterDraw.cpp b/uppsrc/ScatterDraw/ScatterDraw.cpp deleted file mode 100644 index 84160d6e8..000000000 --- a/uppsrc/ScatterDraw/ScatterDraw.cpp +++ /dev/null @@ -1,1603 +0,0 @@ -#include "ScatterDraw.h" - -namespace Upp { - -ScatterDraw::ScatterDraw() { - lastxRange = xRange; - lastyRange = yRange; -} - -void debug_h() { - ; // It does nothing. It just serves as a place to set a breakpoint for templated functions -} - -ScatterDraw& ScatterDraw::SetColor(const Color& _color) { - graphColor = _color; - return *this; -} - -ScatterDraw& ScatterDraw::SetTitle(const String& _title) { - title = _title; - return *this; -} - -const String& ScatterDraw::GetTitle() { - return title; -} - -ScatterDraw& ScatterDraw::SetTitleFont(const Font& fontTitle) { - titleFont = fontTitle; - return *this; -} - -ScatterDraw& ScatterDraw::SetTitleColor(const Color& colorTitle) { - titleColor = colorTitle; - return *this; -} - -ScatterDraw& ScatterDraw::SetLabels(const String& _xLabel, const String& _yLabel, const String& _yLabel2) { - xLabel_base = _xLabel; - yLabel_base = _yLabel; - yLabel2_base = _yLabel2; - labelsChanged = true; - return *this; -} - -ScatterDraw& ScatterDraw::SetLabelX(const String& _xLabel) { - xLabel_base = _xLabel; - labelsChanged = true; - return *this; -} - -ScatterDraw& ScatterDraw::SetLabelY(const String& _yLabel) { - yLabel_base = _yLabel; - labelsChanged = true; - return *this; -} - -ScatterDraw& ScatterDraw::SetLabelY2(const String& _yLabel) { - yLabel2_base = _yLabel; - labelsChanged = true; - return *this; -} - -ScatterDraw& ScatterDraw::SetLabelsFont(const Font& fontLabels) { - labelsFont = fontLabels; - return *this; -} - -ScatterDraw& ScatterDraw::SetLabelsColor(const Color& colorLabels) { - labelsColor = colorLabels; - return *this; -} - -ScatterDraw& ScatterDraw::SetPlotAreaMargin(int hLeft, int hRight, int vTop, int vBottom) { - hPlotLeft = hLeft; - hPlotRight = hRight; - vPlotTop = vTop; - vPlotBottom = vBottom; - return *this; -} - -ScatterDraw& ScatterDraw::SetPlotAreaLeftMargin(int margin) { - hPlotLeft = margin; - return *this; -} - -ScatterDraw& ScatterDraw::SetPlotAreaRightMargin(int margin) { - hPlotRight = margin; - return *this; -} - -ScatterDraw& ScatterDraw::SetPlotAreaTopMargin(int margin) { - vPlotTop = margin; - return *this; -} - -ScatterDraw& ScatterDraw::SetPlotAreaBottomMargin(int margin) { - vPlotBottom = margin; - return *this; -} - -ScatterDraw& ScatterDraw::SetPlotAreaColor(const Color& p_a_color) { - plotAreaColor = p_a_color; - return *this; -} - -ScatterDraw& ScatterDraw::SetAxisColor(const Color& axis_color) { - axisColor = axis_color; - return *this; -} - -ScatterDraw& ScatterDraw::SetAxisWidth(double axis_width) { - axisWidth = axis_width; - return *this; -} - -ScatterDraw& ScatterDraw::ShowHGrid(bool show) { - drawHGrid = show; - return *this; -} - -/*ScatterDraw& ScatterDraw::ShowHGrid2(bool show) { - drawHGrid2 = show; - return *this; -}*/ - -ScatterDraw& ScatterDraw::ShowVGrid(bool show) { - drawVGrid = show; - return *this; -} - -/*ScatterDraw& ScatterDraw::ShowVGrid2(bool show) { - drawVGrid2 = show; - return *this; -} - -ScatterDraw& ScatterDraw::FreqGrid2(double freq) { - freqGrid2 = freq; - return *this; -}*/ - -bool ScatterDraw::PointInPlot(Point &pt) -{ - return hPlotLeft*plotScaleX <= pt.x && pt.x <= (GetSize().cx - hPlotRight*plotScaleX) && - (vPlotTop*plotScaleY + titleHeight) <= pt.y && pt.y <= (GetSize().cy - vPlotBottom*plotScaleY); -} - -bool ScatterDraw::PointInBorder(Point &pt) -{ - return !PointInPlot(pt); -} - -bool ScatterDraw::PointInLegend(Point &) -{ - return false; -} - -void ScatterDraw::AdjustMinUnitX() { - if (SetGridLinesX) - return; - xMinUnit = xMinUnit0; - if (xMajorUnit > 0) { - if (xMinUnit < 0) - xMinUnit += (fabs(floor(xMinUnit/xMajorUnit)))*xMajorUnit; - else if (xMinUnit >= xMajorUnit) - xMinUnit -= (fabs(floor(xMinUnit/xMajorUnit)))*xMajorUnit; - } -} - -void ScatterDraw::AdjustMinUnitY() { - if (SetGridLinesY) - return; - yMinUnit = yMinUnit0; - if (yMajorUnit > 0) { - if (yMinUnit < 0) - yMinUnit += (fabs(ceil(yMinUnit/yMajorUnit)) + 1)*yMajorUnit; - else if (yMinUnit >= yMajorUnit) - yMinUnit -= (fabs(floor(yMinUnit/yMajorUnit)))*yMajorUnit; - } -} - -void ScatterDraw::AdjustMinUnitY2() { - if (SetGridLinesY) - return; - yMinUnit2 = yMinUnit20; - if (yMajorUnit2 > 0) { - if (yMinUnit2 < 0) - yMinUnit2 += (fabs(ceil(yMinUnit2/yMajorUnit2)) + 1)*yMajorUnit2; - else if (yMinUnit2 >= yMajorUnit2) - yMinUnit2 -= (fabs(floor(yMinUnit2/yMajorUnit2)))*yMajorUnit2; - } -} - -void ScatterDraw::AdjustMajorUnitX() { - if (xMajorUnit == 0 || IsNull(xMajorUnit)) - return; - while (xRange/xMajorUnit > 1.2*xMajorUnitNum) - xMajorUnit *= 2; - while (xRange/xMajorUnit < xMajorUnitNum/1.5 && xMajorUnit > 0) - xMajorUnit /= 2; -} - -void ScatterDraw::AdjustMajorUnitY() { - if (yMajorUnit == 0 || IsNull(yMajorUnit)) - return; - if (yMajorUnitNum == 0 || IsNull(yMajorUnitNum)) - return; - while (yRange/yMajorUnit > 1.2*yMajorUnitNum) - yMajorUnit *= 2; - while (yRange/yMajorUnit < yMajorUnitNum/1.5) - yMajorUnit /= 2; -} - -void ScatterDraw::AdjustMajorUnitY2() { - if (yMajorUnit2 == 0 || IsNull(yMajorUnit2)) - return; - if (yMajorUnitNum == 0 || IsNull(yMajorUnitNum)) - return; - while (yRange2/yMajorUnit2 > 1.2*yMajorUnitNum) - yMajorUnit2 *= 2; - while (yRange2/yMajorUnit2 < yMajorUnitNum/1.5) - yMajorUnit2 /= 2; -} - -ScatterDraw &ScatterDraw::SetRange(double rx, double ry, double ry2) { - ASSERT(IsNull(rx) || rx > 0); - ASSERT(IsNull(ry) || ry > 0); - ASSERT(IsNull(ry2)|| ry2 > 0); - - if (!IsNull(rx)) { - xRange = rx; - AdjustMajorUnitX(); - AdjustMinUnitX(); - } - if (!IsNull(ry)) { - yRange = ry; - AdjustMajorUnitY(); - AdjustMinUnitY(); - } - if (!IsNull(ry2)) { - yRange2 = ry2; - AdjustMajorUnitY2(); - AdjustMinUnitY2(); - } - WhenSetRange(); - return *this; -} - -ScatterDraw &ScatterDraw::SetMajorUnits(double ux, double uy, double uy2) { - if (!IsNull(ux)) { - xMajorUnit = ux; - xMajorUnitNum = int(xRange/ux); - AdjustMinUnitX(); - } - if (!IsNull(uy)) { - yMajorUnit = uy; - yMajorUnit2 = uy*yRange2/yRange; - yMajorUnitNum = int(yRange/uy); - AdjustMinUnitY(); - AdjustMinUnitY2(); - } else if (!IsNull(uy2)) { - yMajorUnit2 = uy2; - yMajorUnit = uy2*yRange/yRange2; - yMajorUnitNum = int(yRange/yMajorUnit); - AdjustMinUnitY(); - AdjustMinUnitY2(); - } - return *this; -} - -ScatterDraw &ScatterDraw::SetMajorUnitsNum(int nx, int ny) { - if (!IsNull(nx)) { - xMajorUnitNum = nx; - xMajorUnit = xRange/nx; - AdjustMinUnitX(); - } - if (!IsNull(ny)) { - yMajorUnitNum = ny; - yMajorUnit = yRange/ny; - yMajorUnit2 = yMajorUnit*yRange2/yRange; - AdjustMinUnitY(); - AdjustMinUnitY2(); - } - return *this; -} - -ScatterDraw &ScatterDraw::SetMinUnits(double ux, double uy) { - if (!IsNull(ux)) - xMinUnit = xMinUnit0 = ux; - if (!IsNull(uy)) { - yMinUnit = yMinUnit0 = uy; - yMinUnit2 = yMinUnit20 = yRange2*yMinUnit/yRange; - } - if (!IsNull(ux)) - AdjustMinUnitX(); - if (!IsNull(uy)) { - AdjustMinUnitY(); - AdjustMinUnitY2(); - } - return *this; -} - -ScatterDraw &ScatterDraw::SetXYMin(double xmin, double ymin, double ymin2) { - if (!IsNull(xmin)) - xMin = xmin; - if (!IsNull(ymin)) - yMin = ymin; - if (!IsNull(ymin2)) - yMin2 = ymin2; - WhenSetXYMin(); - return *this; -} - -ScatterDraw &ScatterDraw::ZoomToFit(bool horizontal, bool vertical, double factor) { - if (linkedMaster) { - linkedMaster->ZoomToFit(horizontal, vertical, factor); - return *this; - } - DoFitToData(horizontal, vertical, factor); - if (!linkedCtrls.IsEmpty()) { - for (int i = 0; i < linkedCtrls.GetCount(); ++i) - linkedCtrls[i]->DoFitToData(horizontal, vertical, factor); - } - WhenZoomToFit(); - return *this; -} - -ScatterDraw &ScatterDraw::DoFitToData(bool horizontal, bool vertical, double factor) { - double minx, maxx, miny, miny2, maxy, maxy2; - minx = miny = miny2 = -DOUBLE_NULL; - maxx = maxy = maxy2 = DOUBLE_NULL; - - try { - if (horizontal) { - for (int j = 0; j < series.GetCount(); j++) { - ScatterSeries &serie = series[j]; - if (serie.IsDeleted() || serie.opacity == 0 || serie.Data().IsExplicit()) - continue; - double mn = serie.Data().MinX(); - if (!IsNull(mn)) - minx = min(minx, mn); - double mx = serie.Data().MaxX(); - if (!IsNull(mx)) - maxx = max(maxx, mx); - } - if (minx != -DOUBLE_NULL && maxx != DOUBLE_NULL) { - double deltaX = (maxx - minx)*factor; - minx -= deltaX; - maxx += deltaX; - } - if (surf) { - minx = min(minx, surf->MinX()); - maxx = max(maxx, surf->MaxX()); - } - } - if (vertical) { - for (int j = 0; j < series.GetCount(); j++) { - ScatterSeries &serie = series[j]; - if (serie.IsDeleted() || serie.opacity == 0 || serie.Data().IsExplicit()) - continue; - for (int64 i = 0; i < serie.Data().GetCount(); i++) { - double py = serie.Data().y(i); - if (IsNull(py)) - continue; - if (serie.primaryY) { - if (py < miny) - miny = py; - if (py > maxy) - maxy = py; - } else { - if (py < miny2) - miny2 = py; - if (py > maxy2) - maxy2 = py; - } - } - } - if (miny != -DOUBLE_NULL && maxy != DOUBLE_NULL) { - double deltaY = (maxy - miny)*factor; - miny -= deltaY; - maxy += deltaY; - } - if (miny2 != -DOUBLE_NULL && maxy2 != DOUBLE_NULL) { - double deltaY2 = (maxy2 - miny2)*factor; - miny2 -= deltaY2; - maxy2 += deltaY2; - } - if (surf) { - miny = min(miny, surf->MinY()); - maxy = max(maxy, surf->MaxY()); - } - } - if (horizontal) { - if (minx != -DOUBLE_NULL && maxx != DOUBLE_NULL) { - if (maxx == minx) { - if (maxx == 0) { - xRange = 2; - xMin = -1; - } else - xRange = 2*maxx; - } else - xRange = maxx - minx; - double deltaX = xMin - minx; - xMin -= deltaX; - - AdjustMinUnitX(); - AdjustMajorUnitX(); - } - } - if (vertical) { - if (miny != -DOUBLE_NULL && maxy != DOUBLE_NULL) { - if (maxy == miny) - yRange = maxy > 0 ? 2*maxy : 1; - else - yRange = maxy - miny; - double deltaY = yMin - miny; - yMin -= deltaY; - - AdjustMajorUnitY(); - AdjustMinUnitY(); - } - if (miny2 != -DOUBLE_NULL && maxy2 != DOUBLE_NULL) { - if (maxy2 == miny2) - yRange2 = maxy2 > 0 ? 2*maxy2 : 1; - else - yRange2 = maxy2 - miny2; - double deltaY2 = yMin2 - miny2; - yMin2 -= deltaY2; - - AdjustMajorUnitY2(); - AdjustMinUnitY2(); - } - } - } catch (ValueTypeError err) { - ASSERT_(true, err); - return *this; - } - WhenSetRange(); - WhenSetXYMin(); - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::Graduation_FormatX(Formats fi) { - switch (fi) { - case EXP: cbModifFormatX = cbModifFormatXGridUnits = ExpFormat; break; - case MON: cbModifFormatX = cbModifFormatXGridUnits = MonFormat; break; - case DY: cbModifFormatX = cbModifFormatXGridUnits = DyFormat; break; - default: break; - } - return *this; -} - -ScatterDraw &ScatterDraw::Graduation_FormatY(Formats fi) { - switch (fi) { - case EXP: cbModifFormatY = cbModifFormatYGridUnits = ExpFormat; break; - case MON: cbModifFormatY = cbModifFormatYGridUnits = MonFormat; break; - case DY: cbModifFormatY = cbModifFormatYGridUnits = DyFormat; break; - default: break; - } - return *this; -} - -ScatterDraw &ScatterDraw::Graduation_FormatY2(Formats fi) { - switch (fi) { - case EXP: cbModifFormatY2 = cbModifFormatY2GridUnits = ExpFormat; break; - case MON: cbModifFormatY2 = cbModifFormatY2GridUnits = MonFormat; break; - case DY: cbModifFormatY2 = cbModifFormatY2GridUnits = DyFormat; break; - default: break; - } - return *this; -} - -String ScatterDraw::VariableFormat(double range, double d) { - if (fabs(d) <= 1e-15) - d = 0; - if (0.001 <= range && range < 0.01) return FormatDouble(d, 5); - else if (0.01 <= range && range < 0.1) return FormatDouble(d, 4); - else if (0.1 <= range && range < 1) return FormatDouble(d, 3); - else if (1 <= range && range < 10) return FormatDouble(d, 2); - else if (10 <= range && range < 100) return FormatDouble(d, 1); - else if (100 <= range && range < 10000000)return FormatDouble(d, 0); - else return FormatDoubleExp(d, 2); -} - -Color ScatterDraw::GetNewColor(int index, int version) { - Color old[20] = {LtBlue(), LtRed(), LtGreen(), Black(), LtGray(), Brown(), Blue(), Red(), Green(), Gray(), - LtBlue(), LtRed(), LtGreen(), Black(), LtGray(), Brown(), Blue(), Red(), Green(), Gray()}; - // Colours from http://tools.medialab.sciences-po.fr/iwanthue/ - Color nwc[20] = {Color(197,127,117), Color(115,214,74), Color(205,80,212), Color(124,193,215), Color(85,82,139), - Color(109,212,161), Color(207,72,48), Color(209,206,59), Color(194,134,55), Color(63,72,41), - Color(201,63,109), Color(193,192,158), Color(91,134,56), Color(105,48,38), Color(201,170,200), - Color(86,117,119), Color(188,91,165), Color(124,120,216), Color(195,208,119), Color(79,46,75)}; - if (index < 20) { - if (version == 0) - return old[index]; - else - return nwc[index]; - } else - return Color(Random(), Random(), Random()); -} - -String ScatterDraw::GetNewDash(int index) { - switch(index) { - case 0: return LINE_SOLID; - case 1: return LINE_DOTTED; - case 2: return LINE_DASHED; - case 3: return LINE_DASH_DOT; - case 4: return LINE_SOLID; - case 5: return LINE_DOTTED; - case 6: return LINE_DASHED; - case 7: return LINE_DASH_DOT; - case 8: return LINE_SOLID; - case 9: return LINE_DOTTED; - case 10: return LINE_DASHED; - case 11: return LINE_DASH_DOT; - } - dword r = Random(); - if (r < 8000) - r += 2000; - String ret = FormatInt(r).Right(4); - String space = " "; - return ret.Mid(0, 1) + space + ret.Mid(1, 1) + space + ret.Mid(2, 1) + space + ret.Mid(3, 1); -} - -MarkPlot *ScatterDraw::GetNewMarkPlot(int index) { - switch(index) { - case 0: return new CircleMarkPlot(); - case 1: return new SquareMarkPlot(); - case 2: return new TriangleMarkPlot(); - case 3: return new CrossMarkPlot(); - case 4: return new XMarkPlot(); - case 5: return new RhombMarkPlot(); - } - return new CircleMarkPlot(); -} - -Color GetOpaqueColor(const Color &color, const Color &background, double opacity) { - if (opacity == 1) - return color; - if (opacity == 0) - return background; - return Color(int(opacity*(color.GetR() - background.GetR()) + background.GetR()), - int(opacity*(color.GetG() - background.GetG()) + background.GetG()), - int(opacity*(color.GetB() - background.GetB()) + background.GetB())); -} - -ScatterDraw::ScatterBasicSeries::ScatterBasicSeries() { - color = Null; - thickness = 3; - legend = ""; - unitsX = ""; - unitsY = ""; - opacity = 1; - primaryY = true; - sequential = false; - dash = LINE_SOLID; - seriesPlot = new LineSeriesPlot(); - markPlot = new CircleMarkPlot(); - markWidth = 8; - markColor = Null; - markBorderWidth = 1; - markBorderColor = Null; - fillColor = Null; - labels = 0; - isClosed = false; - barWidth = 10; - labelsFont = StdFont(); - labelsColor = Null; - labelsDx = labelsDy = 0; - labelsAlign = ALIGN_CENTER; - showLegend = true; - legendLine = false; -} - -void ScatterDraw::ScatterBasicSeries::Init(int index) { - color = GetNewColor(index); - markColor = Color(max(color.GetR()-30, 0), max(color.GetG()-30, 0), max(color.GetB()-30, 0)); - - dash = GetNewDash(int(index/6)); - markPlot = GetNewMarkPlot(index); -} - -ScatterDraw &ScatterDraw::AddSeries(DataSource &data) { - ScatterSeries &s = series.Add(); - s.Init(series.GetCount()-1); - s.SetDataSource(&data, false); - if (sequentialXAll) - s.sequential = true; - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::_AddSeries(DataSource *data) { - ScatterSeries &s = series.Add(); - s.Init(series.GetCount()-1); - s.SetDataSource(data); - if (sequentialXAll) - s.sequential = true; - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, double *yData, int numData, double x0, double deltaX) { - return InsertSeries(index, yData, numData, x0, deltaX); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, double *xData, double *yData, int numData) { - return InsertSeries(index, xData, yData, numData); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, Vector &xData, Vector &yData) { - return InsertSeries(index, xData, yData); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, Upp::Array &xData, Upp::Array &yData) { - return InsertSeries(index, xData, yData); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, Vector &points) { - return InsertSeries(index, points); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, Upp::Array &points) { - return InsertSeries(index, points); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, double (*function)(double)) { - return InsertSeries(index, function); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, Pointf (*function)(double), int np, double from, double to) { - return InsertSeries(index, function, np, from, to); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, PlotExplicFunc &function) { - return InsertSeries(index, function); -} - -ScatterDraw &ScatterDraw::InsertSeries(int index, PlotParamFunc function, int np, double from, double to) { - return InsertSeries(index, function, np, from, to); -} - -ScatterDraw &ScatterDraw::_InsertSeries(int index, DataSource *data) { - ASSERT(IsValid(index)); - - ScatterSeries &s = series.Insert(index); - s.Init(index); - s.SetDataSource(data); - Refresh(); - return *this; -} - -int64 ScatterDraw::GetCount(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].Data().GetCount(); -} - -void ScatterDraw::GetValues(int index, int64 idata, double &x, double &y) { - ASSERT(IsValid(index) && !IsNull(GetCount(index))); - ASSERT(!series[index].IsDeleted()); - ASSERT(idata >= 0 && idata < series[index].Data().GetCount()); - - try { - x = series[index].Data().x(idata); - y = series[index].Data().y(idata); - } catch(ValueTypeError error) { - ASSERT_(true, error); - x = y = Null; - } -} - -double ScatterDraw::GetValueX(int index, int64 idata) { - ASSERT(IsValid(index) && !IsNull(GetCount(index))); - ASSERT(!series[index].IsDeleted()); - ASSERT(idata >= 0 && idata < series[index].Data().GetCount()); - - try { - return series[index].Data().x(idata); - } catch(ValueTypeError error) { - ASSERT_(true, error); - return Null; - } -} - -Value ScatterDraw::GetStringX(int index, int64 idata) { - double ret = GetValueX(index, idata); - if (IsNull(ret)) - return Null; - if (cbModifFormatX) { - String sret; - cbModifFormatX(sret, int(idata), ret); - return sret; - } else - return ret; -} - - -double ScatterDraw::GetValueY(int index, int64 idata) { - ASSERT(IsValid(index) && !IsNull(GetCount(index))); - ASSERT(!series[index].IsDeleted()); - ASSERT(idata >= 0 && idata < series[index].Data().GetCount()); - - try { - return series[index].Data().y(idata); - } catch(ValueTypeError error) { - ASSERT_(true, error); - return Null; - } -} - -Value ScatterDraw::GetStringY(int index, int64 idata) { - double ret = GetValueY(index, idata); - if (IsNull(ret)) - return Null; - if (cbModifFormatY) { - String sret; - cbModifFormatY(sret, int(idata), ret); - return sret; - } else - return ret; -} - -ScatterDraw &ScatterDraw::SetNoPlot(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].seriesPlot = NULL; - return *this; -} - -ScatterDraw &ScatterDraw::PlotStyle(int index, SeriesPlot *data) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].seriesPlot = data; - return *this; -} - -ScatterDraw &ScatterDraw::MarkStyle(int index, MarkPlot *data) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].markPlot = data; - return *this; -} - -ScatterDraw &ScatterDraw::MarkStyle(int index, const String name) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - int typeidx = MarkPlot::TypeIndex(name); - - if (typeidx >= 0) - series[index].markPlot = MarkPlot::Create(typeidx); - else - series[index].markPlot = 0; - return *this; -} - -const String ScatterDraw::GetMarkStyleName(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - if (series[index].markPlot) - return MarkPlot::TypeName(series[index].markPlot->GetType()); - else - return t_("No mark"); -} - -int ScatterDraw::GetMarkStyleType(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - if (series[index].markPlot) - return series[index].markPlot->GetTypeType(); - else - return -1; -} - -ScatterDraw &ScatterDraw::SetMarkStyleType(int index, int type) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - if (series[index].markPlot) - series[index].markPlot->SetTypeType(type); - - return *this; -} - -ScatterDraw &ScatterDraw::Stroke(int index, double thickness, Color color) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - if (IsNull(color)) - color = GetNewColor(index); - series[index].color = color; - series[index].thickness = thickness; - //series[index].dash = GetNewDash(index); - - Refresh(); - return *this; -} - -void ScatterDraw::GetStroke(int index, double &thickness, Color &color) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - color = series[index].color; - thickness = series[index].thickness; -} - -ScatterDraw &ScatterDraw::Fill(Color color) { - int index = series.GetCount() - 1; - - if (IsNull(color)) { - color = GetNewColor(index); - color = Color(min(color.GetR()+30, 255), min(color.GetG()+30, 255), min(color.GetB()+30, 255)); - } - series[index].fillColor = color; - - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::MarkColor(Color color) { - int index = series.GetCount() - 1; - - if (IsNull(color)) { - color = GetNewColor(index); - color = Color(max(color.GetR()-30, 0), max(color.GetG()-30, 0), max(color.GetB()-30, 0)); - } - series[index].markColor = color; - - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::MarkBorderColor(Color color) { - int index = series.GetCount() - 1; - - if (IsNull(color)) { - color = GetNewColor(index + 1); - color = Color(max(color.GetR()-30, 0), max(color.GetG()-30, 0), max(color.GetB()-30, 0)); - } - series[index].markBorderColor = color; - - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::MarkWidth(double markWidth) { - int index = series.GetCount() - 1; - - series[index].markWidth = markWidth; - - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::MarkBorderWidth(double markWidth) { - int index = series.GetCount() - 1; - - series[index].markBorderWidth = markWidth; - - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::ShowSeriesLegend(int index, bool show) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].showLegend = show; - - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::Closed(int index, bool closed) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].isClosed = closed; - Refresh(); - return *this; -} - -bool ScatterDraw::IsClosed(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].isClosed; -} - -ScatterDraw &ScatterDraw::BarWidth(int index, double width) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].barWidth = width; - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::Dash(const char *dash) { - int index = series.GetCount() - 1; - - return Dash(index, dash); -} - -ScatterDraw &ScatterDraw::Dash(int index, const char *dash) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].dash = dash; - Refresh(); - return *this; -} - -ScatterDraw &ScatterDraw::NoDash() { - int index = series.GetCount() - 1; - - return NoDash(index); -} - -ScatterDraw &ScatterDraw::NoDash(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].dash = LINE_SOLID; - Refresh(); - return *this; -} - -const String ScatterDraw::GetDash(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].dash; -} - -ScatterDraw &ScatterDraw::Legend(const String legend) { - int index = series.GetCount() - 1; - - return Legend(index, legend); -} - -ScatterDraw& ScatterDraw::Legend(int index, const String legend) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].legend = legend; - return *this; -} - -const String& ScatterDraw::GetLegend(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].legend; -} - -ScatterDraw &ScatterDraw::Units(const String unitsY, const String unitsX) { - int index = series.GetCount() - 1; - - return Units(index, unitsY, unitsX); -} - -ScatterDraw& ScatterDraw::Units(int index, const String unitsY, const String unitsX) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].unitsX = unitsX; - series[index].unitsY = unitsY; - labelsChanged = true; - - return *this; -} - -const String ScatterDraw::GetUnitsX(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].unitsX; -} - -const String ScatterDraw::GetUnitsY(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].unitsY; -} - -ScatterDraw& ScatterDraw::SetFillColor(int index, const Color& color) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].fillColor = color; - Refresh(); - return *this; -} - -Color ScatterDraw::GetFillColor(int index) const { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].fillColor; -} - -ScatterDraw &ScatterDraw::SetMarkBorderWidth(int index, double width) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].markBorderWidth = width; - Refresh(); - return *this; -} - -double ScatterDraw::GetMarkBorderWidth(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].markBorderWidth; -} - -ScatterDraw &ScatterDraw::SetMarkWidth(int index, double markWidth) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].markWidth = markWidth; - Refresh(); - return *this; -} - -double ScatterDraw::GetMarkWidth(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].markWidth; -} - -ScatterDraw &ScatterDraw::SetMarkColor(int index, const Color& color) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].markColor = color; - Refresh(); - return *this; -} - -Color ScatterDraw::GetMarkColor(int index) const { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].markColor; -} - -ScatterDraw &ScatterDraw::SetMarkBorderColor(int index, const Color& color) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].markBorderColor = color; - Refresh(); - return *this; -} - -Color ScatterDraw::GetMarkBorderColor(int index) const { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].markBorderColor; -} - -void ScatterDraw::NoMark(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].markWidth = 0; -} - -void ScatterDraw::SetDataPrimaryY(int index, bool primary) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].primaryY = primary; - if (!primary) - SetDrawY2Reticle(true).SetDrawY2ReticleNumbers(); - Refresh(); -} - -ScatterDraw &ScatterDraw::SetDataPrimaryY(bool primary) { - SetDataPrimaryY(series.GetCount()-1, primary); - return *this; -} - -void ScatterDraw::SetDataSecondaryY(int index, bool secondary) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].primaryY = !secondary; - if (secondary) - SetDrawY2Reticle().SetDrawY2ReticleNumbers(); - Refresh(); -} - -ScatterDraw &ScatterDraw::SetDataSecondaryY(bool secondary) { - SetDataSecondaryY(series.GetCount()-1, secondary); - return *this; -} - -bool ScatterDraw::IsDataPrimaryY(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].primaryY; -} -/* -void ScatterDraw::SetDataSourceInternal() { - for (int i = 0; i < series.GetCount(); ++i) - series[i].SetDataSource_Internal(true); -}*/ - -bool ScatterDraw::ThereArePrimaryY() { - for (int i = 0; i < series.GetCount(); ++i) - if (series[i].primaryY) - return true; - return false; -} - -bool ScatterDraw::ThereAreSecondaryY() { - for (int i = 0; i < series.GetCount(); ++i) - if (!series[i].primaryY) - return true; - return false; -} - -void ScatterDraw::SetSequentialX(int index, bool sequential) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].sequential = sequential; - Refresh(); -} - -ScatterDraw &ScatterDraw::SetSequentialX(bool sequential) { - SetSequentialX(series.GetCount()-1, sequential); - return *this; -} - -bool ScatterDraw::GetSequentialX(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].sequential; -} - -bool ScatterDraw::GetSequentialX() { - return GetSequentialX(series.GetCount()-1); -} - -ScatterDraw &ScatterDraw::SetSequentialXAll(bool sequential) { - for (int i = 0; i < series.GetCount(); ++i) { - const ScatterSeries &serie = series[i]; - if (serie.IsDeleted()) - continue; - SetSequentialX(i, sequential); - } - sequentialXAll = sequential; - return *this; -} - -void ScatterDraw::Show(int index, bool show) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].opacity = show ? 1 : 0; - labelsChanged = true; - Refresh(); -} - -bool ScatterDraw::IsVisible(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].opacity > 0; -} - -ScatterDraw &ScatterDraw::ShowAll(bool ) { - for (int i = 0; i < series.GetCount(); ++i) { - ScatterSeries &serie = series[i]; - if (serie.IsDeleted()) - continue; - serie.opacity = 1; - } - return *this; -} - -ScatterDraw& ScatterDraw::Id(int id) { - return Id(series.GetCount()-1, id); -} - -ScatterDraw& ScatterDraw::Id(int index, int id) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].id = id; - return *this; -} - -int ScatterDraw::GetId(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - return series[index].id; -} - -bool ScatterDraw::RemoveSeries(int index) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - if (WhenRemoveSeries) - if (!WhenRemoveSeries(index)) - return false; - series.Remove(index); - Refresh(); - return true; -} - -ScatterDraw& ScatterDraw::RemoveAllSeries() { - series.Clear(); - Refresh(); - return *this; -} - -bool ScatterDraw::SwapSeries(int i1, int i2) { - ASSERT(IsValid(i1)); - ASSERT(!series[i1].IsDeleted()); - ASSERT(IsValid(i2)); - ASSERT(!series[i2].IsDeleted()); - - if (WhenSwapSeries) - if (!WhenSwapSeries(i1, i2)) - return false; - series.Swap(i1, i2); - Refresh(); - return true; -} - -Drawing ScatterDraw::GetDrawing() { - DrawingDraw ddw(size); - - SetDrawing(ddw, true); - PlotTexts(ddw); - - return ddw; -} - -Image ScatterDraw::GetImage() { -#ifndef flagGUI - ASSERT(mode != MD_DRAW); -#endif - ImageBuffer ib(size); - BufferPainter bp(ib, mode); - - bp.LineCap(LINECAP_SQUARE); - bp.LineJoin(LINEJOIN_MITER); - SetDrawing(bp, false); - - return ib; -} - - -double ScatterDraw::GetXByPoint(double x) { - return (x - hPlotLeft)*GetXRange()/(GetSize().cx - (hPlotLeft + hPlotRight) - 1) + GetXMin(); -} - -double ScatterDraw::GetYByPoint(double y) { - return (GetSize().cy - vPlotTop - y - 1)*GetYRange()/(GetSize().cy - (vPlotTop + vPlotBottom) - GetTitleFont().GetHeight() - GetTitleFont().GetDescent() - 1) + GetYMin(); -} - -double ScatterDraw::GetY2ByPoint(double y) { - return (GetSize().cy - vPlotTop - y - 1)*GetY2Range()/(GetSize().cy - (vPlotTop + vPlotBottom) - GetTitleFont().GetHeight() - GetTitleFont().GetDescent() - 1) + GetYMin2(); -} - -double ScatterDraw::GetXPointByValue(double x) { - return (x - GetXMin())/GetXRange()*(GetSize().cx - (hPlotLeft + hPlotRight) - 1) + hPlotLeft; -} - -double ScatterDraw::GetYPointByValue(double y) { - return (GetSize().cy - vPlotTop - 1) - (y - GetYMin())/GetYRange()*(GetSize().cy - (vPlotTop + vPlotBottom) - GetTitleFont().GetHeight() - GetTitleFont().GetDescent() - 1); -} - -ScatterDraw &ScatterDraw::SetRangeLinked(double rx, double ry, double ry2) { - if (linkedMaster) { - linkedMaster->SetRangeLinked(rx, ry, ry2); - linkedMaster->Refresh(); - return *this; - } - SetRange(rx, ry, ry2); - if (!linkedCtrls.IsEmpty()) { - for (int i = 0; i < linkedCtrls.GetCount(); ++i) { - linkedCtrls[i]->SetRange(rx, ry, ry2); - linkedCtrls[i]->Refresh(); - } - } - return *this; -} - -ScatterDraw &ScatterDraw::SetXYMinLinked(double xmin, double ymin, double ymin2) { - if (linkedMaster) { - linkedMaster->SetXYMinLinked(xmin, ymin, ymin2); - linkedMaster->Refresh(); - return *this; - } - SetXYMin(xmin, ymin, ymin2); - if (!linkedCtrls.IsEmpty()) { - for (int i = 0; i < linkedCtrls.GetCount(); ++i) { - linkedCtrls[i]->SetXYMin(xmin, ymin, ymin2); - linkedCtrls[i]->Refresh(); - } - } - return *this; -} - -void ScatterDraw::Zoom(double scale, bool mouseX, bool mouseY) { - if (linkedMaster) { - linkedMaster->Zoom(scale, mouseX, mouseY); - return; - } - DoZoom(scale, mouseX, mouseY); - if (!linkedCtrls.IsEmpty()) { - for (int i = 0; i < linkedCtrls.GetCount(); ++i) - linkedCtrls[i]->DoZoom(scale, mouseX, mouseY); - } -} - -void ScatterDraw::DoZoom(double scale, bool mouseX, bool mouseY) { - if (scale == 1) - return; - lastRefresh_sign = (scale >= 0) ? 1 : -1; - - if (scale > 1) { - if (maxXRange > 0) { - if (xRange*scale > maxXRange) { - highlight_0 = GetTickCount(); - if (xRange == maxXRange) { - Refresh(); - return; - } else - scale = maxXRange/xRange; - } - } - if (maxYRange > 0) { - if (yRange*scale > maxYRange) { - highlight_0 = GetTickCount(); - if (yRange == maxYRange) { - Refresh(); - return; - } else - scale = maxYRange/xRange; - } - } - } else { - if (maxXRange > 0) { - if (xRange*scale < minXRange) { - highlight_0 = GetTickCount(); - if (xRange == minXRange) { - Refresh(); - return; - } else - scale = minXRange/xRange; - } - } - if (maxYRange > 0) { - if (yRange*scale < minYRange) { - highlight_0 = GetTickCount(); - if (yRange == minYRange) { - Refresh(); - return; - } else - scale = minYRange/xRange; - } - } - } - - if (mouseX) { - if (zoomStyleX == TO_CENTER) { - if (!IsNull(minXmin) && xMin + xRange*(1-scale)/2. <= minXmin) { - highlight_0 = GetTickCount(); - Refresh(); - return; - } - if (!IsNull(maxXmax) && xMin + xRange*scale + xRange*(1-scale)/2. >= maxXmax) { - highlight_0 = GetTickCount(); - Refresh(); - return; - } - double oldXMin = xMin; - xMin += xRange*(1-scale)/2.; - xMinUnit = oldXMin + xMinUnit - xMin; - AdjustMinUnitX(); - } - xRange *= scale; - - AdjustMajorUnitX(); - AdjustMinUnitX(); - lastxRange = xRange; - } - if (mouseY) { - if (zoomStyleY == TO_CENTER) { - if (!IsNull(minYmin) && yMin + yRange*(1-scale)/2. <= minYmin) { - highlight_0 = GetTickCount(); - Refresh(); - return; - } - if (!IsNull(maxYmax) && yMin + yRange*scale + yRange*(1-scale)/2. >= maxYmax) { - highlight_0 = GetTickCount(); - Refresh(); - return; - } - double oldYMin = yMin; - yMin += yRange*(1 - scale)/2.; - yMinUnit = oldYMin + yMinUnit - yMin; - AdjustMinUnitY(); - double oldYMin2 = yMin2; - yMin2 += yRange2*(1-scale)/2.; - yMinUnit2 = oldYMin2 + yMinUnit2 - yMin2; - AdjustMinUnitY2(); - } - yRange *= scale; - yRange2 *= scale; - - AdjustMajorUnitY(); - AdjustMinUnitY(); - lastyRange = yRange; - } - if (mouseX || mouseY) { - WhenSetRange(); - if (zoomStyleX == TO_CENTER || zoomStyleY == TO_CENTER) - WhenSetXYMin(); - Refresh(); - WhenZoomScroll(); - } -} - -void ScatterDraw::Scroll(double factorX, double factorY) { - if (linkedMaster) { - linkedMaster->Scroll(factorX, factorY); - return; - } - DoScroll(factorX, factorY); - if (!linkedCtrls.IsEmpty()) { - for (int i = 0; i < linkedCtrls.GetCount(); ++i) - linkedCtrls[i]->DoScroll(factorX, factorY); - } -} - -void ScatterDraw::DoScroll(double factorX, double factorY) { - if (factorX != 0) { - double deltaX = factorX*xRange; - if (!IsNull(minXmin) && factorX > 0) { - if (xMin > minXmin) { - if (xMin - deltaX < minXmin) { - highlight_0 = GetTickCount(); - deltaX = xMin - minXmin; - } - } else { - factorX = Null; - highlight_0 = GetTickCount(); - } - } - if (!IsNull(maxXmax) && factorX < 0) { - if (xMin + xRange < maxXmax) { - if (xMin + xRange - deltaX > maxXmax) { - highlight_0 = GetTickCount(); - deltaX = xMin + xRange - maxXmax; - } - } else { - factorX = Null; - highlight_0 = GetTickCount(); - } - } - if (factorX != 0 && !IsNull(factorX)) { - xMin -= deltaX; - xMinUnit += deltaX; - AdjustMinUnitX(); - } - } - if (factorY != 0) { - double deltaY = factorY*yRange; - if (!IsNull(minYmin) && factorY > 0) { - if (yMin > minYmin) { - if (yMin - deltaY < minYmin) { - highlight_0 = GetTickCount(); - deltaY = yMin - minYmin; - } - } else { - factorY = Null; - highlight_0 = GetTickCount(); - } - } - if (!IsNull(maxYmax) && factorY < 0) { - if (yMin + yRange < maxYmax) { - if (yMin + yRange - deltaY > maxYmax) { - highlight_0 = GetTickCount(); - deltaY = yMin + yRange - maxYmax; - } - } else { - factorY = Null; - highlight_0 = GetTickCount(); - } - } - if (factorY != 0 && !IsNull(factorY)) { - yMin -= deltaY; - yMinUnit += deltaY; - AdjustMinUnitY(); - if (drawY2Reticle) { - double deltaY2 = factorY*yRange2; - yMin2 -= deltaY2; - yMinUnit2 += deltaY2; - AdjustMinUnitY2(); - } - } - } - if (IsNull(factorX) || IsNull(factorY)) - Refresh(); - else if (factorX != 0 || factorY != 0) { - WhenSetXYMin(); - Refresh(); - WhenZoomScroll(); - } -} - -ScatterDraw &ScatterDraw::LinkedWith(ScatterDraw &ctrl) { - Unlinked(); - - if (ctrl.linkedMaster) - linkedMaster = ctrl.linkedMaster; - else - linkedMaster = &ctrl; - - linkedMaster->linkedCtrls.FindAdd(this); - - return *this; -} - -void ScatterDraw::Unlinked() { - if (!linkedMaster) { - for (int i = 0; i < linkedCtrls.GetCount(); ++i) - linkedCtrls[i]->linkedMaster = 0; - linkedCtrls.Clear(); - } else { - linkedMaster->linkedCtrls.RemoveKey(this); - linkedMaster = 0; - } -} - -ScatterDraw& ScatterDraw::SetMouseHandling(bool valx, bool valy) { - mouseHandlingX = valx; - mouseHandlingY = valy; - return *this; -} - -ScatterDraw& ScatterDraw::SetMouseHandlingLinked(bool valx, bool valy) { - if (linkedMaster) - return linkedMaster->SetMouseHandlingLinked(valx, valy); - - SetMouseHandling(valx, valy); - if (!linkedCtrls.IsEmpty()) { - for (int i = 0; i < linkedCtrls.GetCount(); ++i) - linkedCtrls[i]->SetMouseHandling(valx, valy); - } - return *this; -} - - -INITBLOCK { - SeriesPlot::Register("Line"); - SeriesPlot::Register("Staggered"); - SeriesPlot::Register("Bar"); - - MarkPlot::Register("Circle"); - MarkPlot::Register("Square"); - MarkPlot::Register("Triangle"); - MarkPlot::Register("Cross"); - MarkPlot::Register("X"); - MarkPlot::Register("Rhomb"); - MarkPlot::Register("Range"); - MarkPlot::Register("Bubble"); - - DashStyle::Register("LINE_SOLID", LINE_SOLID); - DashStyle::Register("LINE_DOTTED_FINER", LINE_DOTTED_FINER); - DashStyle::Register("LINE_DOTTED_FINE", LINE_DOTTED_FINE); - DashStyle::Register("LINE_DOTTED", LINE_DOTTED); - DashStyle::Register("LINE_DOTTED_SEP", LINE_DOTTED_SEP); - DashStyle::Register("LINE_DASHED", LINE_DASHED); - DashStyle::Register("LINE_DASH_DOT", LINE_DASH_DOT); - DashStyle::Register("- -", LINE_BEGIN_END); -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterDraw/ScatterDraw.h b/uppsrc/ScatterDraw/ScatterDraw.h deleted file mode 100644 index 9ecbe32d5..000000000 --- a/uppsrc/ScatterDraw/ScatterDraw.h +++ /dev/null @@ -1,1812 +0,0 @@ -#ifndef _ScatterDraw_ScatterDraw_h -#define _ScatterDraw_ScatterDraw_h - -#include -#include -#include "DataSource.h" -#include "Equation.h" -#include "DrawingFunctions.h" -#include "SeriesPlot.h" -#include "MarkPlot.h" - -namespace Upp { - -Color GetOpaqueColor(const Color &color, const Color &background, double opacity); - -void debug_h(); // Dummy function used to debug .h files - -class DashStyle { -public: - static int Register(const String& name, const String& style) { - return map().FindAdd(name, style); - return map().FindAdd(name, style); - } - static void Unregister(const String& name) { - int id = TypeIndex(name); - ASSERT(id >= 0); - map().Remove(id); - } - static void UnregisterFrom(int id) { - for (int i = GetCount() - 1; i >= id; --i) - map().Remove(i); - } - static String TypeName(int i) {return map().GetKey(i);} - static String Style(int i) {return map()[i];} - static int TypeIndex(const String& name) {return map().Find(name);} - static int StyleIndex(const String& style) { - for (int i = 0; i < GetCount(); ++i) { - if (map()[i] == style) - return i; - } - return -1; - } - static int GetCount() {return map().GetCount();} - -protected: - static VectorMap& map() {static VectorMap map; return map;} -}; - -enum RAINBOW {BLUE_YELLOW_RED, RED_YELLOW_BLUE, GREEN_YELLOW_RED, RED_YELLOW_GREEN, - BLUE_WHITE_RED, RED_WHITE_BLUE, WHITE_BLACK, BLACK_WHITE}; - -Color GetRainbowColor(double frac, RAINBOW rainbow, int numScales); -Color GetRainbowColor(double frac, const Color &from, const Color &to, int numScales); -Color GetRainbowColor(double frac, const Color &col0, const Color &col1, const Color &col2, int numScales); - -class ScatterDraw { -public: - ScatterDraw(); - virtual ~ScatterDraw() noexcept {} - - enum Formats { - EXP, - MON, - DY, - CUSTOM - }; - enum { - MD_DRAW = -1, - MD_ANTIALIASED = MODE_ANTIALIASED, - MD_NOAA = MODE_NOAA, - MD_SUBPIXEL = MODE_SUBPIXEL - }; - - #define LINE_SOLID "" - #define LINE_DOTTED_FINER "2 10" - #define LINE_DOTTED_FINE "2 6" - #define LINE_DOTTED "4 10" - #define LINE_DOTTED_SEP "4 20" - #define LINE_DASHED "12 12" - #define LINE_DASH_DOT "12 8 3 8" // Reduced. Previous was too long - #define LINE_BEGIN_END "-" - -protected: - class ScatterBasicSeries { - public: - ScatterBasicSeries(); - void Init(int index); - - bool primaryY; - bool sequential; - - One seriesPlot; - double thickness; - Color color; - String dash; - - One markPlot; - double markWidth; - Color markColor; - double markBorderWidth; - Color markBorderColor; - - Color fillColor; - - String legend; - String unitsX, unitsY; - - double opacity; - - double barWidth; - bool isClosed; - - Vector *labels; - Font labelsFont; - Color labelsColor; - int labelsDx, labelsDy; - Alignment labelsAlign; - - bool showLegend; - bool legendLine; // show line in legend even if series is NoPlot - - int id; - - private: - template - void Ize(T& io) { - int seriesP = Null; - int markP = Null; - if (io.IsStoring()) { - if (markPlot) - markP = markPlot->GetType(); - if (seriesPlot) - seriesP = seriesPlot->GetType(); - } - io - ("primaryY", primaryY) - ("sequential", sequential) - ("thickness", thickness) - ("color", color) - ("dash", dash) - ("markWidth", markWidth) - ("markColor", markColor) - ("markBorderWidth", markBorderWidth) - ("markBorderColor", markBorderColor) - ("fillColor", fillColor) - ("markBorderColor", markBorderColor) - ("legend", legend) - ("unitsX", unitsX) - ("unitsY", unitsY) - ("opacity", opacity) - ("id", id) - ("seriesP", seriesP) - ("markPlot", markP) - ("seriesPlot", seriesP) - ("barWidth", barWidth) - ("isClosed", isClosed) - ("showLegend", showLegend) - ("legendLine", legendLine) - ; - if (io.IsLoading()) { - if (!IsNull(markP)) - markPlot = MarkPlot::Create(markP); - else - markPlot = 0; - if (!IsNull(seriesP)) - seriesPlot = SeriesPlot::Create(seriesP); - else - seriesPlot = 0; - } - } - - public: - void Xmlize(XmlIO& xml) {Ize(xml);} - void Jsonize(JsonIO& json) {Ize(json);} - - void Serialize(Stream& s) { - int seriesP = Null; - int markP = Null; - if (s.IsStoring()) { - if (markPlot) - markP = markPlot->GetType(); - if (seriesPlot) - seriesP = seriesPlot->GetType(); - } - s % primaryY - % sequential - % thickness - % color - % dash - % markWidth - % markColor - % markBorderWidth - % markBorderColor - % fillColor - % markBorderColor - % legend - % unitsX - % unitsY - % opacity - % id - % seriesP - % markP - % seriesP - % barWidth - % isClosed - % showLegend - % legendLine - ; - if (s.IsLoading()) { - if (!IsNull(markP)) - markPlot = MarkPlot::Create(markP); - else - markPlot = 0; - if (!IsNull(seriesP)) - seriesPlot = SeriesPlot::Create(seriesP); - else - seriesPlot = 0; - } - } - }; - - class ScatterSeries : public Moveable, public ScatterBasicSeries { - public: - ScatterSeries() : owns(false), serializeData(false) {dataS.Init(&data);} - void SetDataSource(DataSource *pointsData, bool ownsData = true) { - DeletePD(); - pD = pointsData; - owns = ownsData; - } - void SetDataSourceInternal() { - CopyInternal(); - DeletePD(); - pD = &dataS; - serializeData = true; - owns = false; - } - DataSource &Data() {return *(~pD);} - const DataSource &Data() const {return *(~pD);} - bool IsDeleted() const { - if (~pD == nullptr) - return true; - bool ismagic = (~pD)->IsMagic(); - ASSERT(ismagic); - return !ismagic; - } - virtual ~ScatterSeries() noexcept {DeletePD();} - void SerializeData(bool ser = true) {serializeData = ser;} - void SerializeFormat(bool ser = false) {serializeFormat = ser;} - void Xmlize(XmlIO& xio) {XmlizeByJsonize(xio, *this);} - void Jsonize(JsonIO& json) { - ScatterBasicSeries::Jsonize(json); - if (json.IsStoring() && pD) - CopyInternal(); - json("data", data); - if (json.IsLoading()) { - if (!data.IsEmpty()) { - pD = &dataS; - serializeData = true; - } - } - } - void Serialize(Stream& s) { - ScatterBasicSeries::Serialize(s); - if (s.IsStoring() && pD) - CopyInternal(); - s % data; - if (s.IsLoading()) { - if (!data.IsEmpty()) { - pD = &dataS; - serializeData = true; - } - } - } - - private: - Ptr pD; - bool owns; - Vector data; - VectorPointf dataS; - bool serializeData, serializeFormat; - - void CopyInternal() { - ASSERT_(!pD->IsExplicit(), "Explicit series cannot be internal"); - int64 sz = pD->GetCount(); - if (IsNull(sz) || sz == 0) - return; - data.SetCount(int(sz)); - for (int64 i = 0; i < sz; ++i) { - data[int(i)].x = pD->x(i); - data[int(i)].y = pD->y(i); - } - } - void DeletePD() { - if(pD && owns) { - delete pD; - pD = 0; - } - } - }; - - static Color GetNewColor(int index, int version = 1); - static String GetNewDash(int index); - static MarkPlot *GetNewMarkPlot(int index); - - void WhenPaint(Painter &w) {WhenPainter(w);} - void WhenPaint(Draw &w) {WhenDraw(w);} - -public: - template - void SetDrawing(T& w, bool ctrl = false); - - Function cbModifFormatX; - Function cbModifFormatXGridUnits; - Function cbModifFormatDeltaX; - Function cbModifFormatY; - Function cbModifFormatYGridUnits; - Function cbModifFormatDeltaY; - Function cbModifFormatY2; - Function cbModifFormatY2GridUnits; - Function cbModifFormatDeltaY2; - - Function&)> SetGridLinesX; - Function&)> SetGridLinesY; - - Function WhenZoomScroll; - Function WhenSetRange; - Function WhenSetXYMin; - Function WhenPainter; - Function WhenDraw; - Function WhenZoomToFit; - - Function WhenRemoveSeries; - Function WhenSwapSeries; - - ScatterDraw& SetSize(const Size &sz) { - size = sz; - plotScaleX = responsive ? responsivenessFactor*size.cx/600. : 1; - plotScaleY = responsive ? responsivenessFactor*size.cy/400. : 1; - plotScaleAvg = responsive ? (plotScaleX + plotScaleY)/2. : 1; - return *this; - }; - Size GetSize() const {return size;}; - ScatterDraw& Responsive(bool _responsive = true, double factor = 1) { - this->responsive = _responsive; - responsivenessFactor = factor; - plotScaleX = _responsive ? responsivenessFactor*size.cx/600. : 1; - plotScaleY = _responsive ? responsivenessFactor*size.cy/400. : 1; - plotScaleAvg = _responsive ? (plotScaleX + plotScaleY)/2. : 1; - return *this; - } - bool IsResponsive() {return responsive;} - double GetResponsivenessFactor() {return responsivenessFactor;} - double GetPlotScaleX() {return plotScaleX;} - double GetPlotScaleY() {return plotScaleY;} - double GetPlotScaleAvg(){return plotScaleAvg;} - - ScatterDraw& SetColor(const Color& _color); - ScatterDraw& SetTitle(const String& _title); - const String& GetTitle(); - ScatterDraw& SetTitleFont(const Upp::Font& fontTitle); - Upp::Font& GetTitleFont() {return titleFont;}; - ScatterDraw& SetTitleColor(const Color& colorTitle); - Upp::Color& GetTitleColor() {return titleColor;}; - - ScatterDraw& SetLabels(const String& _xLabel, const String& _yLabel, const String& _yLabel2 = ""); - ScatterDraw& SetLabelX(const String& _xLabel); - const String &GetLabelX() {return xLabel_base;} - ScatterDraw& SetLabelY(const String& _yLabel); - const String &GetLabelY() {return yLabel_base;} - ScatterDraw& SetLabelY2(const String& _yLabel); - const String &GetLabelY2() {return yLabel2_base;} - ScatterDraw& SetLabelsFont(const Upp::Font& fontLabels); - Upp::Font GetLabelsFont() {return labelsFont;}; - ScatterDraw& SetLabelsColor(const Color& colorLabels); - Upp::Color GetLabelsColor() {return labelsColor;}; - - ScatterDraw& SetPlotAreaMargin(int hLeft, int hRight, int vTop, int vBottom); - ScatterDraw& SetPlotAreaLeftMargin(int margin); - int GetPlotAreaLeftMargin() {return hPlotLeft;} - ScatterDraw& SetPlotAreaRightMargin(int margin); - int GetPlotAreaRightMargin() {return hPlotRight;} - ScatterDraw& SetPlotAreaTopMargin(int margin); - int GetPlotAreaTopMargin() {return vPlotTop;} - ScatterDraw& SetPlotAreaBottomMargin(int margin); - int GetPlotAreaBottomMargin() {return vPlotBottom;} - - ScatterDraw& SetMargin(int hLeft, int hRight, int vTop, int vBottom) {return SetPlotAreaMargin(hLeft, hRight, vTop, vBottom);} - ScatterDraw& SetLeftMargin(int margin) {return SetPlotAreaLeftMargin(margin);} - int GetLeftMargin() {return hPlotLeft;} - ScatterDraw& SetRightMargin(int margin) {return SetPlotAreaRightMargin(margin);} - int GetRightMargin() {return hPlotRight;} - ScatterDraw& SetTopMargin(int margin) {return SetPlotAreaTopMargin(margin);} - int GetTopMargin() {return vPlotTop;} - ScatterDraw& SetBottomMargin(int margin){return SetPlotAreaBottomMargin(margin);} - int GetBottomMargin() {return vPlotBottom;} - - ScatterDraw& SetPlotAreaColor(const Color& p_a_color); - Color& GetPlotAreaColor() {return plotAreaColor;} - - ScatterDraw& SetAxisColor(const Color& axis_color); - ScatterDraw& SetAxisWidth(double axis_width); - double GetAxisWidth() {return axisWidth;} - - ScatterDraw& SetGridColor(const Color& grid_color){gridColor = grid_color; return *this;} - Color &GetGridColor() {return gridColor;} - ScatterDraw& SetGridWidth(double grid_width) {gridWidth = grid_width; return *this;} - double GetGridWidth() {return gridWidth;} - ScatterDraw& SetGridDash(const char *dash) {gridDash = dash; return *this;} - const char *GetGridDash() {return gridDash;} - - ScatterDraw& ShowVGrid(bool show); - ScatterDraw& ShowHGrid(bool show); - - ScatterDraw& ShowLegend(bool show = true) {showLegend = show; return *this;} - bool GetShowLegend() {return showLegend;} - ScatterDraw& SetLegendPos(const Point &pos) {legendPos = pos; return *this;} - ScatterDraw& SetLegendPosX(int x) {legendPos.x = x; return *this;} - ScatterDraw& SetLegendPosY(int y) {legendPos.y = y; return *this;} - Point& GetLegendPos() {return legendPos;} - ScatterDraw& SetLegendFont(const Font &fnt) {legendFont = fnt; return *this;} - Font &GetLegendFont() {return legendFont;} - ScatterDraw& SetLegendNumCols(int num) {legendNumCols = num; return *this;} - int GetLegendNumCols() {return legendNumCols;} - ScatterDraw& SetLegendRowSpacing(int num) {legendRowSpacing = num;return *this;} - int GetLegendRowSpacing() {return legendRowSpacing;} - enum LEGEND_POS { - TOP, - LEFT_TOP, - RIGHT_TOP, - LEFT_BOTTOM, - RIGHT_BOTTOM - }; - ScatterDraw& SetLegendAnchor(LEGEND_POS anchor) {legendAnchor = anchor; return *this;} - LEGEND_POS GetLegendAnchor() {return legendAnchor;} - ScatterDraw& SetLegendFillColor(const Color &color) {legendFillColor = color; return *this;} - ScatterDraw& SetLegendBorderColor(const Color &color) {legendBorderColor = color; return *this;} - Color& GetLegendFillColor() {return legendFillColor;} - Color& GetLegendBorderColor() {return legendBorderColor;} - - ScatterDraw& SetMode(int _mode = MD_ANTIALIASED) {this->mode = _mode; Refresh(); return *this;}; - int GetMode() {return mode;}; - - ScatterDraw &ZoomToFit(bool horizontal = true, bool vertical = false, double factor = 0); - //ScatterDraw &ZoomToFit(bool horizontal, double minx, double maxx, bool vertical, double minxy, double maxy, - // bool vertical2, double miny2, double maxy2, double factor); - //ScatterDraw &ZoomToFitSmart(bool horizontal, double minx, double maxx, bool vertical, double minxy, double maxy, - // bool vertical2, double miny2, double maxy2, double factor); - void Zoom(double scale, bool hor = true, bool ver = true); - void Scroll(double factorX, double factorY); - - enum ZoomStyle {TO_CENTER, FROM_BASE}; - ScatterDraw &SetZoomStyleX(ZoomStyle style = TO_CENTER) {zoomStyleX = style; return *this;} - ScatterDraw &SetZoomStyleY(ZoomStyle style = TO_CENTER) {zoomStyleY = style; return *this;} - - ScatterDraw& SetRange(double rx, double ry = Null, double ry2 = Null); - ScatterDraw& SetRangeLinked(double rx, double ry, double ry2 = 100); - double GetXRange()const {return xRange;} - double GetYRange()const {return yRange;} - double GetY2Range()const {return yRange2;} - ScatterDraw &SetMajorUnits(double ux, double uy = Null, double uy2 = Null); - ScatterDraw &SetMajorUnitsNum(int nx, int ny = Null); - double GetMajorUnitsX() {return xMajorUnit;} - double GetMajorUnitsY() {return yMajorUnit;} - double GetMajorUnitsY2() {return yMajorUnit2;} - ScatterDraw& SetMinUnits(double ux, double uy = Null); - double GetXMinUnit() const {return xMinUnit;} - double GetYMinUnit() const {return yMinUnit;} - double GetYMinUnit2() const {return yMinUnit2;} - - ScatterDraw& SetXYMin(double xmin, double ymin = Null, double ymin2 = Null); - ScatterDraw& SetXYMinLinked(double xmin, double ymin = Null, double ymin2 = Null); - double GetXMin() const {return xMin;} - double GetYMin() const {return yMin;} - double GetYMin2() const {return yMin2;} - double GetY2Min() const {return yMin2;} - double GetXMax() const {return xMin + xRange;} - double GetYMax() const {return yMin + yRange;} - double GetY2Max() const {return yMin2 + yRange2;} - - ScatterDraw &Graduation_FormatX(Formats fi); - ScatterDraw &Graduation_FormatY(Formats fi); - ScatterDraw &Graduation_FormatY2(Formats fi); - - //ScatterDraw &SetPolar(bool polar = true) {isPolar = polar; return *this;}; - - ScatterDraw &AddSeries(double *yData, int numData, double x0, double deltaX) - {return AddSeries(yData, numData, x0, deltaX);} - ScatterDraw &AddSeries(double *xData, double *yData, int numData) - {return AddSeries(xData, yData, numData);} - ScatterDraw &AddSeries(Eigen::VectorXd &yData, double x0, double deltaX) - {return AddSeries(yData, x0, deltaX);} - ScatterDraw &AddSeries(Eigen::VectorXd &xData, Eigen::VectorXd &yData) - {return AddSeries(xData, yData);} - ScatterDraw &AddSeries(Vector &xData, Vector &yData) - {return AddSeries(xData, yData);} - ScatterDraw &AddSeries(Upp::Array &xData, Upp::Array &yData) - {return AddSeries(xData, yData);} - ScatterDraw &AddSeries(Vector &points) {return AddSeries(points);} - ScatterDraw &AddSeries(Upp::Array &points) {return AddSeries(points);} - template - ScatterDraw &AddSeries(Vector > &data, int idx, int idy, - Vector &idsx, Vector &idsy, Vector &idsFixed, bool useCols = true, int beginData = 0, int numData = Null) { - return AddSeries >(data, idx, idy, idsx, idsy, idsFixed, useCols, beginData, numData); - } - ScatterDraw &AddSeries(Function function) {return AddSeries(function);} - ScatterDraw &AddSeries(double (*function)(double)) {return AddSeries(function);} - ScatterDraw &AddSeries(void (*function)(double&, double)) - {return AddSeries(function);} - ScatterDraw &AddSeries(Pointf (*function)(double), int np, double from = 0, double to = 1) - {return AddSeries(function, np, from, to);} - ScatterDraw &AddSeries(PlotExplicFunc function) {return AddSeries(function);} - ScatterDraw &AddSeries(PlotParamFunc function, int np, double from = 0, double to = 1) - {return AddSeries(function, np, from, to);} - - ScatterDraw &AddSeries(DataSource &data); - - template - ScatterDraw &AddSeries() {return _AddSeries(new C());} - template - ScatterDraw &AddSeries(T1 &arg1) - {return _AddSeries(new C(arg1));} - template - ScatterDraw &AddSeries(T1 &arg1, T2 &arg2) - {return _AddSeries(new C(arg1, arg2));} - template - ScatterDraw &AddSeries(T1 &arg1, T2 &arg2, T3 &arg3) - {return _AddSeries(new C(arg1, arg2, arg3));} - template - ScatterDraw &AddSeries(T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4) - {return _AddSeries(new C(arg1, arg2, arg3, arg4));} - template - ScatterDraw &AddSeries(T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4, T5 &arg5) - {return _AddSeries(new C(arg1, arg2, arg3, arg4, arg5));} - template - ScatterDraw &AddSeries(T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4, T5 &arg5, T6 &arg6) - {return _AddSeries(new C(arg1, arg2, arg3, arg4, arg5, arg6));} - template - ScatterDraw &AddSeries(T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4, T5 &arg5, T6 &arg6, T7 &arg7) - {return _AddSeries(new C(arg1, arg2, arg3, arg4, arg5, arg6, arg7));} - template - ScatterDraw &AddSeries(T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4, T5 &arg5, T6 &arg6, T7 &arg7, T8 &arg8) - {return _AddSeries(new C(arg1, arg2, arg3, arg4, arg5, arg6, arg7, arg8));} - template - ScatterDraw &AddSeries(T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4, T5 &arg5, T6 &arg6, T7 &arg7, T8 &arg8, T9 &arg9) - {return _AddSeries(new C(arg1, arg2, arg3, arg4, arg5, arg6, arg7, arg8, arg9));} - - template - ScatterDraw &AddSeries(Vector &yData, double x0, double deltaX) {return _AddSeries(new VectorY(yData, x0, deltaX));} - template - ScatterDraw &AddSeries(Upp::Array &yData, double x0, double deltaX) {return _AddSeries(new ArrayY(yData, x0, deltaX));} - template - ScatterDraw &AddSeries(VectorMap &data) {return _AddSeries(new VectorMapXY(data));} - template - ScatterDraw &AddSeries(ArrayMap &data) {return _AddSeries(new ArrayMapXY(data));} - - DataSource &GetDataSource(int index) {ASSERT(IsValid(index));ASSERT(!series[index].IsDeleted()); return series[index].Data();} - bool IsDeletedDataSource(int index) {return series[index].IsDeleted();} - - ScatterDraw &InsertSeries(int index, double *yData, int numData, double x0 = 0, double deltaX = 1); - ScatterDraw &InsertSeries(int index, double *xData, double *yData, int numData); - ScatterDraw &InsertSeries(int index, Vector &xData, Vector &yData); - ScatterDraw &InsertSeries(int index, Upp::Array &xData, Upp::Array &yData); - ScatterDraw &InsertSeries(int index, Vector &points); - ScatterDraw &InsertSeries(int index, Upp::Array &points); - ScatterDraw &InsertSeries(int index, double (*function)(double)); - ScatterDraw &InsertSeries(int index, Pointf (*function)(double), int np, double from = 0, double to = 1); - ScatterDraw &InsertSeries(int index, PlotExplicFunc &function); - ScatterDraw &InsertSeries(int index, PlotParamFunc function, int np, double from = 0, double to = 1); - ScatterDraw &_InsertSeries(int index, DataSource *data); - - template - ScatterDraw &InsertSeries(int index) {return _InsertSeries(index, new C());} - template - ScatterDraw &InsertSeries(int index, T1 &arg1) - {return _InsertSeries(index, new C(arg1));} - template - ScatterDraw &InsertSeries(int index, T1 &arg1, T2 &arg2) - {return _InsertSeries(index, new C(arg1, arg2));} - template - ScatterDraw &InsertSeries(int index, T1 &arg1, T2 &arg2, T3 &arg3) - {return _InsertSeries(index, new C(arg1, arg2, arg3));} - template - ScatterDraw &InsertSeries(int index, T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4) - {return _InsertSeries(index, new C(arg1, arg2, arg3, arg4));} - template - ScatterDraw &InsertSeries(int index, T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4, T5 &arg5) - {return _InsertSeries(index, new C(arg1, arg2, arg3, arg4, arg5));} - template - ScatterDraw &InsertSeries(int index, T1 &arg1, T2 &arg2, T3 &arg3, T4 &arg4, T5 &arg5, T6 &arg6) - {return _InsertSeries(index, new C(arg1, arg2, arg3, arg4, arg5, arg6));} - - template - ScatterDraw &InsertSeries(int index, Vector &yData, double x0, double deltaX) {return _InsertSeries(index, new VectorY(yData, x0, deltaX));} - template - ScatterDraw &InsertSeries(int index, Upp::Array &yData, double x0, double deltaX) {return _InsertSeries(index, new ArrayY(yData, x0, deltaX));} - template - ScatterDraw &InsertSeries(int index, VectorMap &data) {return _InsertSeries(index, new VectorMapXY(data));} - template - ScatterDraw &InsertSeries(int index, ArrayMap &data) {return _InsertSeries(index, new ArrayMapXY(data));} - - int64 GetCount(int index); - void GetValues(int index, int64 idata, double &x, double &y); - double GetValueX(int index, int64 idata); - Value GetStringX(int index, int64 idata); - double GetValueY(int index, int64 idata); - Value GetStringY(int index, int64 idata); - - ScatterDraw &SetNoPlot(int index); - - ScatterDraw &PlotStyle() {return PlotStyle(0);}; - template - ScatterDraw &PlotStyle() {return PlotStyle(new C());} - template - ScatterDraw &PlotStyle(T1 arg1) {return PlotStyle(new C(arg1));} - template - ScatterDraw &PlotStyle(T1 arg1, T2 arg2) {return PlotStyle(new C(arg1, arg2));} - template - ScatterDraw &PlotStyle(T1 arg1, T2 arg2, T3 arg3) {return PlotStyle(new C(arg1, arg2, arg3));} - - ScatterDraw &PlotStyle(int index, SeriesPlot *data); - ScatterDraw &PlotStyle(SeriesPlot *data) {return PlotStyle(series.GetCount() - 1, data);} - ScatterDraw &PlotStyle(int index, const String name); - ScatterDraw &PlotStyle(const String name) {return PlotStyle(series.GetCount() - 1, name);} - const String GetPlotStyleName(int index); - - ScatterDraw &NoPlot() {return PlotStyle();}; - - ScatterDraw &Stacked(bool _stacked = true) {stacked = _stacked; return *this;} - - ScatterDraw &MarkStyle() {return MarkStyle(0);} - template - ScatterDraw &MarkStyle() {return MarkStyle(new C());} - template - ScatterDraw &MarkStyle(T1 arg1) {return MarkStyle(new C(arg1));} - template - ScatterDraw &MarkStyle(T1 arg1, T2 arg2) {return MarkStyle(new C(arg1, arg2));} - template - ScatterDraw &MarkStyle(T1 arg1, T2 arg2, T3 arg3) {return MarkStyle(new C(arg1, arg2, arg3));} - - ScatterDraw &MarkStyle(int index, MarkPlot *data); - ScatterDraw &MarkStyle(MarkPlot *data) {return MarkStyle(series.GetCount() - 1, data);} - ScatterDraw &MarkStyle(int index, const String name); - ScatterDraw &MarkStyle(int index, int typeidx); - ScatterDraw &MarkStyle(const String name) {return MarkStyle(series.GetCount() - 1, name);} - const String GetMarkStyleName(int index); - ScatterDraw &SetMarkStyleType(int index, int type); - ScatterDraw &SetMarkStyleType(int type) {return SetMarkStyleType(series.GetCount() - 1, type);} - int GetMarkStyleType(int index); - - ScatterDraw &NoMark() {return MarkStyle();}; - - ScatterDraw &Stroke(int index, double thickness, Color color); - ScatterDraw &Stroke(double thickness, Color color = Null) {return Stroke(series.GetCount() - 1, thickness, color);} - ScatterDraw &SetLineColor(int index, Color color); - void GetStroke(int index, double &thickness, Color &color); - ScatterDraw &Closed(int index, bool closed); - ScatterDraw &Closed(bool closed) {return Closed(series.GetCount() - 1, closed);} - bool IsClosed(int index); - ScatterDraw &BarWidth(int index, double width); - ScatterDraw &BarWidth(double width) {return BarWidth(series.GetCount() - 1, width);} - double GetBarWidth(int index); - ScatterDraw &Dash(const char *dash); - ScatterDraw &Dash(int index, const char *dash); - ScatterDraw &NoDash(); - ScatterDraw &NoDash(int index); - const String GetDash(int index); - ScatterDraw &Fill(Color color = Null); - ScatterDraw &MarkColor(Color color = Null); - ScatterDraw &MarkBorderColor(Color color = Null); - ScatterDraw &MarkWidth(double markWidth = 8); - ScatterDraw &MarkBorderWidth(double markWidth = 1); - ScatterDraw &Hide() {series[series.GetCount() - 1].opacity = 0; return *this;} - - ScatterDraw &ShowSeriesLegend(int index, bool show = false); - ScatterDraw &ShowSeriesLegend(bool show = false) {return ShowSeriesLegend(series.GetCount() - 1, show);} - bool GetShowSeriesLegend(int index) {ASSERT(IsValid(index));ASSERT(!series[index].IsDeleted());return series[index].showLegend;} - ScatterDraw &NoSeriesLegend(int index) {return ShowSeriesLegend(index, false);} - ScatterDraw &NoSeriesLegend() {return ShowSeriesLegend(false);} - - ScatterDraw &Opacity(double opacity = 1) {series[series.GetCount() - 1].opacity = opacity; return *this;} - ScatterDraw &Legend(const String legend); - ScatterDraw &Legend(int index, const String legend); - const String &GetLegend(int index); - ScatterDraw &Units(const String unitsY, const String unitsX = ""); - ScatterDraw &Units(int index, const String unitsY, const String unitsX = ""); - const String GetUnitsX(int index); - const String GetUnitsY(int index); - - ScatterDraw &LegendLine(bool b = true) { series.Top().legendLine = b; return *this; } - - inline bool IsValid(int index) const {return (index >= 0 && index < series.GetCount());} - - ScatterDraw &SetDrawXReticle(bool set = true) {drawXReticle = set; return *this;} - ScatterDraw &SetDrawYReticle(bool set = true) {drawYReticle = set; return *this;} - ScatterDraw &SetDrawY2Reticle(bool set = true) {drawY2Reticle = set; return *this;} - bool GetDrawXReticle() {return drawXReticle;} - bool GetDrawYReticle() {return drawYReticle;} - bool GetDrawY2Reticle() {return drawY2Reticle;} - ScatterDraw &SetDrawXReticleNumbers(bool set = true) {drawXReticleNumbers = set; return *this;} - ScatterDraw &SetDrawYReticleNumbers(bool set = true) {drawYReticleNumbers = set; return *this;} - ScatterDraw &SetDrawY2ReticleNumbers(bool set = true){drawY2ReticleNumbers = set; return *this;} - bool GetDrawXReticleNumbers() {return drawXReticleNumbers;} - bool GetDrawYReticleNumbers() {return drawYReticleNumbers;} - bool GetDrawY2ReticleNumbers() {return drawY2ReticleNumbers;} - ScatterDraw &SetReticleFont(const Font &fnt) {reticleFont = fnt; return *this;} - Font &GetReticleFont() {return reticleFont;} - ScatterDraw &SetReticleColor(const Color &col) {reticleColor = col; return *this;} - Color &GetReticleColor() {return reticleColor;} - - ScatterDraw &SetFillColor(int index, const Color& color); - ScatterDraw &SetFillColor(const Color& color) {return SetFillColor(series.GetCount() - 1, color);} - Color GetFillColor(int index) const; - - ScatterDraw &SetMarkWidth(int index, double width); - ScatterDraw &SetMarkWidth(double width) {return SetMarkWidth(series.GetCount() - 1, width);} - double GetMarkWidth(int index); - ScatterDraw &SetMarkColor(int index, const Color& pcolor); - ScatterDraw &SetMarkColor(const Color& pcolor) {return SetMarkColor(series.GetCount() - 1, pcolor);} - Color GetMarkColor(int index) const; - ScatterDraw &SetMarkBorderWidth(int index, double width); - double GetMarkBorderWidth(int index); - ScatterDraw &SetMarkBorderColor(int index, const Color& pcolor); - Color GetMarkBorderColor(int index) const; - void NoMark(int index); - bool IsShowMark(int index); - - void SetDataPrimaryY(int index, bool primary = true); - ScatterDraw &SetDataPrimaryY(bool primary = true); - void SetDataSecondaryY(int index, bool secondary = true); - ScatterDraw &SetDataSecondaryY(bool secondary = true); - void SetRightY(int index) {SetDataSecondaryY(index);} - ScatterDraw &SetRightY() {return SetDataSecondaryY();} - bool IsDataPrimaryY(int index); - bool ThereArePrimaryY(); - bool ThereAreSecondaryY(); - - void SetSequentialX(int index, bool sequential); - ScatterDraw &SetSequentialX(bool sequential = true); - ScatterDraw &SetSequentialXAll(bool sequential = true); - bool GetSequentialX(int index); - bool GetSequentialX(); - - void Show(int index, bool show = true); - bool IsVisible(int index); - ScatterDraw &ShowAll(bool show = true); - - bool RemoveSeries(int index); - ScatterDraw &RemoveAllSeries(); - - bool SwapSeries(int i1, int i2); - - ScatterDraw& Id(int id); - ScatterDraw& Id(int index, int id); - int GetId(int index); - - Drawing GetDrawing(); - Image GetImage(); - - #ifdef PLATFORM_WIN32 - void SaveAsMetafile(const char* file) const; - #endif - - ScatterDraw& SetMinZoom(double x, double y = -1) {return SetMinRange(x, y);} - ScatterDraw& SetMaxZoom(double x, double y = -1) {return SetMaxRange(x, y);} - ScatterDraw& SetMinRange(double x, double y = -1) {minXRange = x; minYRange = y; return *this;} - ScatterDraw& SetMaxRange(double x, double y = -1) {maxXRange = x; maxYRange = y; return *this;} - ScatterDraw& SetMinXmin(double val) {minXmin = val; return *this;} - ScatterDraw& SetMinYmin(double val) {minYmin = val; return *this;} - ScatterDraw& SetMaxXmax(double val) {maxXmax = val; return *this;} - ScatterDraw& SetMaxYmax(double val) {maxYmax = val; return *this;} - - ScatterDraw& SetFastViewX(bool set = true) {fastViewX = set; return *this;} - bool GetFastViewX() {return fastViewX;} - - double GetXByPoint(double x); - double GetYByPoint(double y); - double GetY2ByPoint(double y); - double GetXPointByValue(double x); - double GetYPointByValue(double y); - - int GetCount() {return series.GetCount();} - bool IsEmpty() {return series.IsEmpty();} - - ScatterDraw& LinkedWith(ScatterDraw& ctrl); - void Unlinked(); - - double GetMinX() {return xMin;} - int GetPlotWidth() {return plotW;} - int GetPlotHeight() {return plotH;} - double GetPosX(double x) {return plotW*(x - xMin)/xRange;} - double GetSizeX(double cx) {return plotW*cx/xRange;} - double GetPosY(double y) {return plotH - plotH*(y - yMin)/yRange;} - double GetSizeY(double cy) {return plotH*cy/yRange;} - double GetPosY2(double y) {return plotH - plotH*(y - yMin2)/yRange2;} - double GetSizeY2(double cy) {return plotH*cy/yRange2;} - - double GetRealPosX(double x) {return xMin + (x - hPlotLeft*plotScaleX)*xRange/plotW;} - double GetRealPosY(double y) {return yMin + yRange - (y - plotScaleY*vPlotTop - titleHeight)*yRange/plotH;} - double GetRealPosY2(double y) {return yMin2 + yRange2 - (y - plotScaleY*vPlotTop - titleHeight)*yRange2/plotH;} - - double GetScatterPosX(double x) {return (x - xMin)*plotW/xRange + hPlotLeft*plotScaleX;} - double GetScatterPosY(double y) {return (yMin + yRange - y)*plotH/yRange + plotScaleY*vPlotTop + titleHeight;} - double GetScatterPosY2(double y){return (yMin2 + yRange2 - y)*plotH/yRange2 + plotScaleY*vPlotTop + titleHeight;} - double GetScatterDistance(double dx, double dy) {return sqrt(sqr(GetScatterPosX(dx)) + sqr(GetScatterPosY(dy)));} - double GetScatterDistance2(double dx, double dy) {return sqrt(sqr(GetScatterPosX(dx)) + sqr(GetScatterPosY2(dy)));} - - double GetPixelThickX() {return xRange/plotW;} - double GetPixelThickY() {return yRange/plotH;} - - ScatterDraw& SetMouseHandling(bool valx = true, bool valy = false); - ScatterDraw& SetMouseHandlingLinked(bool valx = true, bool valy = false); - bool GetMouseHandlingX() {return mouseHandlingX;} - bool GetMouseHandlingY() {return mouseHandlingY;} - - ScatterDraw& AddSurf(DataSourceSurf &surf); - ScatterDraw& RemoveSurf() {surf = nullptr; return *this;} - ScatterDraw& SetSurfMinZ(double val) {surfMinZ = val; return *this;} - double GetSurfMinZ() const {return surfMinZ;} - ScatterDraw& SetSurfMaxZ(double val) {surfMaxZ = val; return *this;} - double GetSurfMaxZ() const {return surfMaxZ;} - ScatterDraw& ZoomToFitZ() {surfMinZ = surf->MinZ(); surfMaxZ = surf->MaxZ(); return *this;} - - ScatterDraw& SurfNumColor(int num, bool cont){surfNumColor = num; continuousColor = cont; return *this;} - ScatterDraw& SurfRainbow(RAINBOW val) {surfRainbow = val; return *this;} - RAINBOW SurfRainbow() {return surfRainbow;} - - ScatterDraw& SurfUnits(const String &units) {surfUnits = units; return *this;} - enum SURF_UNITS_POS { - UNITS_TOP, - UNITS_BOTTOM, - UNITS_LEFT, - UNITS_RIGHT - }; - ScatterDraw& SurfUnitsPos(SURF_UNITS_POS pos) {surfUnitsPos = pos; return *this;} - enum SURF_LEGEND_POS { - LEGEND_LEFT, - LEGEND_RIGHT - }; - ScatterDraw& SurfLegendPos(SURF_LEGEND_POS pos) {surfLegendPos = pos; return *this;} - - ScatterDraw& ShowRainbowPalette(bool show = true) {showRainbow = show; return *this;} - bool GetShowRainbowPalette() {return showRainbow;} - ScatterDraw& SetRainbowPalettePos(const Point &p) {rainbowPos = p; return *this;} - Point& GetRainbowPalettePos() {return rainbowPos;} - ScatterDraw& SetRainbowPaletteSize(const Size &sz) {rainbowSize = sz; return *this;} - Size& GetRainbowPaletteSize() {return rainbowSize;} - ScatterDraw& SetRainbowPaletteAnchor(LEGEND_POS anchor) {rainbowAnchor = anchor;return *this;} - LEGEND_POS GetRainbowPaletteAnchor() {return rainbowAnchor;} - ScatterDraw& SetRainbowPaletteBorderColor(const Color &color) {rainbowBorderColor = color;return *this;} - Color& GetRainbowPaletteBorderColor() {return rainbowBorderColor;} - ScatterDraw& SetRainbowPaletteFont(const Font &fnt) {rainbowPaletteFont = fnt;return *this;} - Font& GetRainbowPaletteFont() {return rainbowPaletteFont;} - ScatterDraw& SetRainbowPaletteTextColor(const Color &color) {rainbowPaletteTextColor = color;return *this;} - Color& GetRainbowPaletteTextColor() {return rainbowPaletteTextColor;} - - ScatterDraw &AddLabelSeries(Vector &labels, int dx = 0, int dy = 0, Font font = StdFont(), - Alignment align = ALIGN_CENTER, Color color = Black()) { - int index = series.GetCount() - 1; - - return AddLabelSeries(index, labels, dx, dy, font, align, color); - } - ScatterDraw& AddLabelSeries(int index, Vector &labels, int dx = 0, int dy = 0, Font font = StdFont(), - Alignment align = ALIGN_CENTER, Color color = Black()) { - ASSERT(IsValid(index)); - ASSERT(!series[index].IsDeleted()); - - series[index].labels = &labels; - series[index].labelsDx = dx; - series[index].labelsDy = dy; - series[index].labelsFont = font; - series[index].labelsAlign = align; - series[index].labelsColor = color; - return *this; - } - - ScatterDraw& SetDataSourceInternal() { - for (int i = 0; i < series.GetCount(); ++i) { - ScatterSeries &serie = series[i]; - if (serie.IsDeleted()) - continue; - serie.SetDataSourceInternal(); - } - return *this; - } - ScatterDraw& SerializeData(bool ser = true) { - for (int i = 0; i < series.GetCount(); ++i) { - ScatterSeries &serie = series[i]; - if (serie.IsDeleted()) - continue; - serie.SerializeData(ser); - } - return *this; - } - ScatterDraw& SerializeFormat(bool ser = true) { - for (int i = 0; i < series.GetCount(); ++i) { - ScatterSeries &serie = series[i]; - if (serie.IsDeleted()) - continue; - serie.SerializeFormat(ser); - } - serializeFormat = ser; - return *this; - } - - template - void Ize(T& io) { - if (serializeFormat) { - int intlegendAnchor = 0, intrainbowAnchor = 0, intsurfRainbow = 0, intsurfUnitsPos = 0, intsurfLegendPos = 0; - if (io.IsStoring()) { - intlegendAnchor = legendAnchor; - intrainbowAnchor = rainbowAnchor; - intsurfRainbow = surfRainbow; - intsurfUnitsPos = surfUnitsPos; - intsurfLegendPos = surfLegendPos; - } - io - ("title", title) - ("titleFont", titleFont) - ("titleColor", titleColor) - ("titleHeight", titleHeight) - ("xLabel_base", xLabel_base) - ("yLabel_base", yLabel_base) - ("yLabel2_base", yLabel2_base) - ("labelsFont", labelsFont) - ("labelsColor", labelsColor) - ("xRange", xRange) - ("yRange", yRange) - ("yRange2", yRange2) - ("xMin", xMin) - ("yMin", yMin) - ("yMin2", yMin2) - ("xMajorUnit", xMajorUnit) - ("yMajorUnit", yMajorUnit) - ("yMajorUnit2", yMajorUnit2) - ("xMinUnit", xMinUnit) - ("yMinUnit", yMinUnit) - ("yMinUnit2", yMinUnit2) - ("minXRange", minXRange) - ("maxXRange", maxXRange) - ("minYRange", minYRange) - ("maxYRange", maxYRange) - ("minXmin", minXmin) - ("minYmin", minYmin) - ("maxXmax", maxXmax) - ("maxYmax", maxYmax) - ("hPlotLeft", hPlotLeft) - ("hPlotRight", hPlotRight) - ("vPlotTop", vPlotTop) - ("vPlotBottom", vPlotBottom) - ("size", size) - ("responsive", responsive) - ("legendAnchor", intlegendAnchor) - ("legendPos", legendPos) - ("legendFillColor", legendFillColor) - ("legendBorderColor", legendBorderColor) - ("legendFont", legendFont) - ("legendNumCols", legendNumCols) - ("legendRowSpacing", legendRowSpacing) - ("series", series) - ("mouseHandlingX", mouseHandlingX) - ("mouseHandlingY", mouseHandlingY) - ("plotAreaColor", plotAreaColor) - ("drawXReticle", drawXReticle) - ("drawYReticle", drawYReticle) - ("drawY2Reticle", drawY2Reticle) - ("drawXReticleNumbers", drawXReticleNumbers) - ("drawYReticleNumbers", drawYReticleNumbers) - ("drawY2ReticleNumbers", drawY2ReticleNumbers) - ("axisWidth", axisWidth) - ("reticleFont", reticleFont) - ("reticleColor", reticleColor) - ("gridColor", gridColor) - ("gridWidth", gridWidth) - ("gridDash", gridDash) - ("drawVGrid", drawVGrid) - //("drawVGrid2", drawVGrid2) - ("drawHGrid", drawHGrid) - //("drawHGrid2", drawHGrid2) - //("freqGrid2", freqGrid2) - ("showRainbow", showRainbow) - ("rainbowPos", rainbowPos) - ("rainbowSize", rainbowSize) - ("rainbowAnchor", intrainbowAnchor) - ("rainbowBorderColor", rainbowBorderColor) - ("rainbowPaletteFont", rainbowPaletteFont) - ("rainbowPaletteTextColor", rainbowPaletteTextColor) - ("surfRainbow", intsurfRainbow) - ("surfNumColor", surfNumColor) - ("continuousColor", continuousColor) - ("surfMinZ", surfMinZ) - ("surfMaxZ", surfMaxZ) - ("surfUnits", surfUnits) - ("surfUnitsPos", intsurfUnitsPos) - ("surfLegendPos", intsurfLegendPos) - ; - if (io.IsLoading()) { - labelsChanged = true; - legendAnchor = static_cast(intlegendAnchor); - rainbowAnchor = static_cast(intrainbowAnchor); - surfRainbow = static_cast(intsurfRainbow); - surfUnitsPos = static_cast(intsurfUnitsPos); - surfLegendPos = static_cast(intsurfLegendPos); - } - } else - io("series", series); - } - - void Xmlize(XmlIO& xml) {Ize(xml);} - void Jsonize(JsonIO& json) {Ize(json);} - - void Serialize(Stream& s) { - if (serializeFormat) { - int intlegendAnchor = 0, intrainbowAnchor = 0, intsurfRainbow = 0, intsurfUnitsPos = 0, intsurfLegendPos = 0; - if (s.IsStoring()) { - intlegendAnchor = legendAnchor; - intrainbowAnchor = rainbowAnchor; - intsurfRainbow = surfRainbow; - intsurfUnitsPos = surfUnitsPos; - intsurfLegendPos = surfLegendPos; - } - s % title - % titleFont - % titleColor - % titleHeight - % xLabel_base - % yLabel_base - % yLabel2_base - % labelsFont - % labelsColor - % xRange - % yRange - % yRange2 - % xMin - % yMin - % yMin2 - % xMajorUnit - % yMajorUnit - % yMajorUnit2 - % xMinUnit - % yMinUnit - % yMinUnit2 - % minXRange - % maxXRange - % minYRange - % maxYRange - % minXmin - % minYmin - % maxXmax - % maxYmax - % hPlotLeft - % hPlotRight - % vPlotTop - % vPlotBottom - % size - % intlegendAnchor - % legendPos - % legendFillColor - % legendBorderColor - % legendFont - % series - % mouseHandlingX - % mouseHandlingY - % plotAreaColor - % drawXReticle - % drawYReticle - % drawY2Reticle - % reticleFont - % reticleColor - % responsive - % showRainbow - % rainbowPos - % rainbowSize - % intrainbowAnchor - % rainbowBorderColor - % rainbowPaletteFont - % rainbowPaletteTextColor - % intsurfRainbow - % surfNumColor - % continuousColor - % surfMinZ - % surfMaxZ - % surfUnits - % intsurfUnitsPos - % intsurfLegendPos - % drawXReticleNumbers - % drawYReticleNumbers - % drawY2ReticleNumbers - % axisWidth - ; - if (s.IsLoading()) { - labelsChanged = true; - legendAnchor = static_cast(intlegendAnchor); - rainbowAnchor = static_cast(intrainbowAnchor); - surfRainbow = static_cast(intsurfRainbow); - surfUnitsPos = static_cast(intsurfUnitsPos); - surfLegendPos = static_cast(intsurfLegendPos); - } - } else - s % series; - } - - String VariableFormatX(double d) const {return VariableFormat(xRange, d);} - String VariableFormatY(double d) const {return VariableFormat(yRange, d);} - String VariableFormatY2(double d) const {return VariableFormat(yRange2, d);} - String VariableFormatZ(double d) const {return VariableFormat(GetSurfMaxZ()-GetSurfMinZ(), d);} - -protected: - ScatterDraw &_AddSeries(DataSource *data); - virtual void Refresh() {}; - - int mode{MD_ANTIALIASED}; - Color graphColor = White(); - String title; - Upp::Font titleFont = Arial(20); - Color titleColor = SColorText(); - int titleHeight; - - String xLabel, yLabel, yLabel2; - String xLabel_base, yLabel_base, yLabel2_base; - Upp::Font labelsFont = GetStdFont(); - Color labelsColor = SColorText(); - - int hPlotLeft = 30, hPlotRight = 30, - vPlotTop = 30, vPlotBottom = 30; - Color plotAreaColor = White(); - - bool fastViewX = false, sequentialXAll = false; - - Color axisColor = SColorText(); - double axisWidth = 0.5; - - double xRange = 100., yRange = 100., yRange2 = 100.; - double xMin = 0, yMin = 0, yMin2 = 0; - double xMajorUnit = 10, yMajorUnit = 10, yMajorUnit2 = 10; - double xMajorUnitNum = 5, yMajorUnitNum = 5; - double xMinUnit = 0, yMinUnit = 0, yMinUnit2 = 0; - double xMinUnit0 = 0, yMinUnit0 = 0, yMinUnit20 = 0; - double minXRange = -1, maxXRange = -1, minYRange = -1, maxYRange = -1; - double minXmin = Null, minYmin = Null, maxXmax = Null, maxYmax = Null; - double lastxRange, lastyRange; - bool drawXReticle = true, drawYReticle = true, drawY2Reticle = false; - bool drawXReticleNumbers = true, drawYReticleNumbers = true, drawY2ReticleNumbers = false; - Font reticleFont = GetStdFont(); - Color reticleColor = Black; - - Color gridColor = SColorDkShadow(); - double gridWidth = 0.5; - String gridDash = LINE_DOTTED_FINE; - bool drawVGrid = true, drawHGrid = true; - - bool drawVGrid2, drawHGrid2; - - int butDownX, butDownY; - bool isScrolling, isLabelPopUp; - ZoomStyle zoomStyleX = TO_CENTER, - zoomStyleY = TO_CENTER; - - Upp::Array series; - - bool showLegend = true; - - bool isPolar = false; - - int lastRefresh_sign; - int highlight_0 = Null; - - Point legendPos = Point(5, 5); - int legendNumCols = 1; - LEGEND_POS legendAnchor = RIGHT_TOP; - int legendRowSpacing = 5; - Color legendFillColor = White(); - Color legendBorderColor = Black(); - Font legendFont = GetStdFont(); - - void DrawLegend(Draw& w) const; - - void Scrolling(bool down, Point &pt, bool isOut = false); - - static void ExpFormat(String& s, int , double d) {s = FormatDoubleExp(d, 1);} - static void MonFormat(String& s, int , double d) {s = Format("%Mon", int(d));} - static void DyFormat(String& s, int , double d) {s = Format("%Dy", int(d));} - - static String VariableFormat(double range, double d); - - template - void Plot(T& w); - template - bool PlotTexts(T& w, bool boldX = false, bool boldY = false); - - void AdjustMinUnitX(); - void AdjustMinUnitY(); - void AdjustMinUnitY2(); - - void AdjustMajorUnitX(); - void AdjustMajorUnitY(); - void AdjustMajorUnitY2(); - - bool PointInPlot(Point &pt); - bool PointInBorder(Point &pt); - bool PointInLegend(Point &pt); - - Upp::Index linkedCtrls; - ScatterDraw *linkedMaster = nullptr; - - void ChangeMouseHandlingX() {mouseHandlingX = !mouseHandlingX;} - void ChangeMouseHandlingY() {mouseHandlingY = !mouseHandlingY;} - - bool mouseHandlingX = true, mouseHandlingY = true; - - DataSourceSurf *surf = nullptr; - RAINBOW surfRainbow = BLUE_YELLOW_RED; - int surfNumColor = 4; - bool continuousColor = true; - double surfMinZ = Null, surfMaxZ = Null; - String surfUnits; - SURF_UNITS_POS surfUnitsPos = UNITS_TOP; - SURF_LEGEND_POS surfLegendPos = LEGEND_RIGHT; - //Vector isolines; - //int isolinesId; - - bool showRainbow = true; - Point rainbowPos = Point(5, 5); - Size rainbowSize = Size(10, 50); - LEGEND_POS rainbowAnchor = RIGHT_BOTTOM; - Color rainbowBorderColor = Black; - Font rainbowPaletteFont = StdFont(); - Color rainbowPaletteTextColor = Black; - - void DrawRainbowPalette(Draw& w) const; - -private: - Size size{Size(800, 400)}; // Size to be used for all but screen painting - double plotScaleX = 1, plotScaleY = 1, plotScaleAvg = 1; - bool responsive = false; - double responsivenessFactor = 1; - - static void ParseTextMultiline(const String &text, Upp::Font &fnt, - Upp::Vector &texts, Upp::Vector &sizes); - - ScatterDraw &DoFitToData(bool horizontal, bool vertical, double factor); - //ScatterDraw &DoFitToData(bool horizontal, double minx, double maxx, bool vertical, double minxy, double maxy, - // bool vertical2, double miny2, double maxy2, double factor = 0); - //ScatterDraw &DoFitToDataSmart(bool horizontal, double minx, double maxx, bool vertical, double minxy, double maxy, - // bool vertical2, double miny2, double maxy2, double factor = 0); - void DoZoom(double scale, bool hor, bool ver); - void DoScroll(double factorX, double factorY); - - void SetXYMinLinkedEach(double xmin, double xmin0, double ymin, double ymin0, double ymin2, double ymin20); - void SetRangeLinkedEach(double rx, double rx0, double ry, double ry0, double ry2, double ry20); - - int NumSeriesLegend() const; - - int plotW = Null, plotH = Null; - bool labelsChanged = false; - bool stacked = false; - bool serializeFormat = true; -}; - -template -void ScatterDraw::SetDrawing(T& w, bool ctrl) { - w.DrawRect(size, graphColor); - - titleHeight = !title.IsEmpty() ? fround(min(plotScaleX, plotScaleY)*(titleFont.GetHeight()+titleFont.GetDescent())) : 0; - - plotW = size.cx - fround((hPlotLeft + hPlotRight)*plotScaleX); - plotH = size.cy - fround((vPlotTop + vPlotBottom)*plotScaleY) - titleHeight; - - Plot(w); - - if (!ctrl) { - if (!PlotTexts(w)) - return; - } -} - -template -bool ScatterDraw::PlotTexts(T& w, const bool boldX, bool boldY) { - if(titleHeight > 0) { - Upp::Font fontTitle6; - fontTitle6 = titleFont; - fontTitle6.Height(titleHeight); - Size sz = GetTextSizeSpace(title, fontTitle6); - if (sz.cx > size.cx*0.95) { - fontTitle6.Height(fround((fontTitle6.GetHeight()+fontTitle6.GetDescent())*size.cx*(0.95/sz.cx))); - sz = GetTextSizeSpace(title, fontTitle6); - } - DrawText(w, fround((size.cx - sz.cx)/2.), plotScaleY*2, 0, title, fontTitle6, titleColor); - } - if(showLegend) - DrawLegend(w); - - if (surf && showRainbow) - DrawRainbowPalette(w); - - if (plotW < 0 || plotH < 0) - return false; - - w.Offset(Point(fround(plotScaleX*hPlotLeft), fround(plotScaleY*vPlotTop + titleHeight))); - - Upp::Font fontLabel = labelsFont; - fontLabel.Height(fround(min(plotScaleX, plotScaleY)*(labelsFont.GetHeight()+labelsFont.GetDescent()))); - Upp::Font fontX = fontLabel; - if (boldX) - fontX.Bold(); - Upp::Font fontY = fontLabel; - if (boldY) - fontY.Bold(); - Upp::Font fontY2 = fontY; - fontY2.Italic(); - - if (labelsChanged) { - xLabel = xLabel_base; - yLabel = yLabel_base; - yLabel2 = yLabel2_base; - String yLabelLegends, yLabelLegends2; - Upp::Index xUnits, yUnits, yUnits2; - for (int i = 0; i < series.GetCount(); ++i) { - const ScatterSeries &serie = series[i]; - if (serie.IsDeleted() || serie.opacity == 0) - continue; - if (serie.primaryY) { - if (yLabel.IsEmpty()) { - if (!yLabelLegends.IsEmpty()) - yLabelLegends << ";"; - yLabelLegends << serie.legend; - } - } else { - if (yLabel2.IsEmpty()) { - if (!yLabelLegends2.IsEmpty()) - yLabelLegends2 << ";"; - yLabelLegends2 << serie.legend; - } - } - if (!serie.unitsX.IsEmpty()) - xUnits.FindAdd(serie.unitsX); - if (!serie.unitsY.IsEmpty()) { - if (serie.primaryY) - yUnits.FindAdd(serie.unitsY); - else - yUnits2.FindAdd(serie.unitsY); - } - } - yLabel << yLabelLegends; - yLabel2 << yLabelLegends2; - if (xLabel.Find('[') < 0 && !xUnits.IsEmpty()) { - xLabel += " "; - for (int i = 0; i < xUnits.GetCount(); ++i) - xLabel += "[" + xUnits[i] + "]"; - } - if (yLabel.Find('[') < 0 && !yUnits.IsEmpty()) { - yLabel += " "; - for (int i = 0; i < yUnits.GetCount(); ++i) - yLabel += "[" + yUnits[i] + "]"; - } - if (yLabel2.Find('[') < 0 && !yUnits2.IsEmpty()) { - yLabel2 += " "; - for (int i = 0; i < yUnits2.GetCount(); ++i) - yLabel2 += "[" + yUnits2[i] + "]"; - } - labelsChanged = false; - } - Size lx = GetTextSizeSpace(xLabel, fontX); - Size ly = GetTextSizeSpace(yLabel, fontY); - Size ly2 = GetTextSizeSpace(yLabel2, fontY2); - DrawText(w, (plotW - lx.cx)/2., plotH + plotScaleY*(vPlotBottom - 2) - lx.cy, 0, xLabel, fontX, labelsColor); - DrawText(w, plotScaleX*(2 - hPlotLeft), (plotH + ly.cx)/2., 900, yLabel, fontY, labelsColor); - DrawText(w, size.cx - plotScaleX*(2 + hPlotLeft) - ly2.cy, (plotH + ly2.cx)/2., 900, yLabel2, fontY2, labelsColor); - - drawXReticle &= (xRange != 0 && xMajorUnit != 0); - drawYReticle &= (yRange != 0 && yMajorUnit != 0); - drawY2Reticle &= (yRange2 != 0 && yMajorUnit != 0); - drawXReticleNumbers &= (xRange != 0 && xMajorUnit != 0); - drawYReticleNumbers &= (yRange != 0 && yMajorUnit != 0); - drawY2ReticleNumbers &= (yRange2 != 0 && yMajorUnit != 0); - - Upp::Font standard6 = reticleFont; - standard6.Height(fround(min(plotScaleX, plotScaleY)*(standard6.GetHeight()+standard6.GetDescent()))); - Upp::Font fontXNum = standard6; - if (boldX) - fontXNum.Bold(); - Upp::Font fontYNum = standard6; - if (boldY) - fontYNum.Bold(); - Upp::Font fontY2Num = fontYNum; - fontY2Num.Italic(); - - if (drawXReticle || drawXReticleNumbers) { - Vector unitsX; - if (SetGridLinesX) - SetGridLinesX(unitsX); - else { - for(int i = 0; xMinUnit + i*xMajorUnit <= xRange; i++) - unitsX << xMinUnit + i*xMajorUnit; - } - double factorX = plotW/xRange; - for(int i = 0; i < unitsX.GetCount(); ++i) { - double reticleX = factorX*unitsX[i]; - if (reticleX >=0 && reticleX <= plotW+0.001) { - double gridX = xMin + unitsX[i]; - String gridLabelX; - if (cbModifFormatXGridUnits) - cbModifFormatXGridUnits(gridLabelX, i, gridX); - else if (cbModifFormatX) - cbModifFormatX(gridLabelX, i, gridX); - else - gridLabelX = VariableFormatX(gridX); - - if (!gridLabelX.IsEmpty()) { - if (drawXReticleNumbers) { - Upp::Vector texts; - Upp::Vector sizes; - ParseTextMultiline(gridLabelX, fontXNum, texts, sizes); - for (int ii = 0; ii < texts.GetCount(); ++ii) { - int cy = ii == 0 ? 0 : sizes[ii - 1].cy; - DrawText(w, reticleX - sizes[ii].cx/2., - plotH + (4 + ii*cy), 0, texts[ii], fontXNum, reticleColor); - } - } - if (drawXReticle) - DrawLineOpa(w, reticleX, plotH, reticleX, plotH + plotScaleY*4, plotScaleAvg, 1, axisWidth, axisColor, LINE_SOLID); - } - } - } - } - if (drawYReticle || drawYReticleNumbers || drawY2ReticleNumbers) { - Vector unitsY; - if (SetGridLinesY) - SetGridLinesY(unitsY); - else { - for(int i = 0; yMinUnit + i*yMajorUnit <= yRange; i++) - unitsY << yMinUnit + i*yMajorUnit; - } - double factorY = plotH/yRange; - for(int i = 0; i < unitsY.GetCount(); ++i) { - double reticleY = plotH - factorY*unitsY[i]; - if (drawYReticle) - DrawLineOpa(w, -plotScaleX*4, reticleY, 0, reticleY, plotScaleAvg, 1, axisWidth, axisColor, LINE_SOLID); - if (drawY2Reticle) - DrawLineOpa(w, plotW+plotScaleX*4, reticleY, plotW, reticleY, plotScaleAvg, 1, axisWidth, axisColor, LINE_SOLID); - double gridY = yMin + unitsY[i]; - if (drawYReticleNumbers) { - String gridLabelY; - if (cbModifFormatYGridUnits) - cbModifFormatYGridUnits(gridLabelY, i, gridY); - else if (cbModifFormatY) - cbModifFormatY(gridLabelY, i, gridY); - else - gridLabelY = VariableFormatY(gridY); - Size sz = GetTextSizeSpace(gridLabelY, fontYNum); - DrawText(w, -sz.cx - plotScaleX*6, reticleY - sz.cy/2, 0, gridLabelY, fontYNum, axisColor); - } - if (drawY2ReticleNumbers) { - double gridY2 = (gridY - yMin)/yRange*yRange2 + yMin2; - String gridLabelY2; - if (cbModifFormatY2GridUnits) - cbModifFormatY2GridUnits(gridLabelY2, i, gridY2); - else if (cbModifFormatY2) - cbModifFormatY2(gridLabelY2, i, gridY2); - else - gridLabelY2 = VariableFormatY2(gridY2); - Size sz = GetTextSizeSpace(gridLabelY2, fontY2Num); - DrawText(w, plotW + plotScaleX*10, reticleY - sz.cy/2, 0, gridLabelY2, fontY2Num, axisColor); - } - } - } - int borderWidth = fround(gridWidth*plotScaleAvg); -#ifdef flagGUI // Control highlight - if (!IsNull(highlight_0)) { - double delayFactor = 4*(1000. - (GetTickCount() - highlight_0))/1000.; - if (delayFactor < 1) { - delayFactor = 1; - highlight_0 = Null; - } - borderWidth = fround(delayFactor*borderWidth); - } -#endif - DrawRectangle(w, 0, 0, plotW, plotH, 1, borderWidth, Black); - - w.End(); - - return true; -} - -template -void ScatterDraw::Plot(T& w) { - if (plotW < 0 || plotH < 0) - return; - - w.Offset(Point(fround(plotScaleX*hPlotLeft), fround(plotScaleY*vPlotTop + titleHeight))); - Clip(w, 0, 0, plotW, plotH); - - double factorX = plotW/xRange; - double factorY = plotH/yRange; - - double left, top, d = min(plotW, plotH);//, r = d/2.; - if (!isPolar) { - if (!surf) - w.DrawRect(0, 0, plotW, plotH, plotAreaColor); - else { - ImageBuffer out_image(plotW, plotH); - Upp::Fill(~out_image, plotAreaColor, out_image.GetLength()); - - double deltaz = surfMaxZ - surfMinZ; - if (deltaz == 0) - Upp::Fill(~out_image, GetRainbowColor(0, surfRainbow, 0), out_image.GetLength()); - else { - CoWork co; - for (int ix = 0; ix < plotW; ++ix) { - co & [=, &out_image] { - for (int iy = 0; iy < plotH; ++iy) { - double x = xMin + (ix + 0.5)/factorX; - double y = yMin + (iy + 0.5)/factorY; - double z = surf->z(x, y); - if (IsNum(z)) - out_image[plotH - iy - 1][ix] = GetRainbowColor((z - surfMinZ)/deltaz, - surfRainbow, continuousColor ? 0 : surfNumColor); - } - }; - } - } - w.DrawImage(0, 0, out_image); - } - } else { - if (plotW > plotH) { - left = (plotW - d)/2.; - top = 0; - } else { - left = 0; - top = (plotH - d)/2.; - } - w.DrawEllipse(fround(left), fround(top), fround(d), fround(d), plotAreaColor); - } - - if (drawVGrid) { - if (!isPolar) { - Vector unitsX; - if (SetGridLinesX) - SetGridLinesX(unitsX); - else { - if (xMajorUnit > 0) { - for(int i = 0; xMinUnit + i*xMajorUnit <= xRange; i++) - unitsX << xMinUnit + i*xMajorUnit; - } - } - if (unitsX.GetCount() > 0) { - for(int i = 0; i < unitsX.GetCount(); i++) { - double reticleX = factorX*unitsX[i]; - if (reticleX >=0 && reticleX <= plotW) { - if (gridDash.GetCount() == 1 && gridDash[0] == '-') { - DrawLineOpa(w, reticleX, 0, reticleX, 8*plotScaleAvg, plotScaleAvg, 1, gridWidth, gridColor, LINE_SOLID); - DrawLineOpa(w, reticleX, plotH-8*plotScaleAvg, reticleX, plotH, plotScaleAvg, 1, gridWidth, gridColor, LINE_SOLID); - } else - DrawLineOpa(w, reticleX, 0, reticleX, plotH, plotScaleAvg, 1, gridWidth, gridColor, gridDash); - } - } - } - } /*else { - double ang0 = 2*M_PI*xMinUnit/xRange; - for(double i = 0; xMinUnit + i*xMajorUnit < xRange; i++) { - double ang = ang0 + i*2*M_PI*xMajorUnit/xRange; - DrawLineOpa(w, x_c, y_c, x_c + r*cos(ang), y_c + r*sin(ang), plotScaleAvg, 1, gridWidth*plotScaleAvg, gridColor, gridDash); - } - }*/ - } - if (drawHGrid) { - if (!isPolar) { - Vector unitsY; - if (SetGridLinesY) - SetGridLinesY(unitsY); - else { - if (yMajorUnit > 0) { - for(int i = 0; yMinUnit + i*yMajorUnit <= yRange; i++) - unitsY << yMinUnit + i*yMajorUnit; - } - } - if (unitsY.GetCount() > 0) { - for(int i = 0; i < unitsY.GetCount(); i++) { - double reticleY = plotH - factorY*unitsY[i]; - if (reticleY > 2*gridWidth*plotScaleAvg && reticleY < plotH - 2*gridWidth*plotScaleAvg) { - if (gridDash.GetCount() == 1 && gridDash[0] == '-') { - DrawLineOpa(w, 0, reticleY, 8*plotScaleAvg, reticleY, plotScaleAvg, 1, gridWidth, gridColor, LINE_SOLID); - DrawLineOpa(w, plotW-8*plotScaleAvg, reticleY, plotW, reticleY, plotScaleAvg, 1, gridWidth, gridColor, LINE_SOLID); - } else - DrawLineOpa(w, 0, reticleY, plotW, reticleY, plotScaleAvg, 1, gridWidth, gridColor, gridDash); - } - } - } - } /*else { - double y0 = -plotH*yMinUnit/r + plotH; - for(double i = 0; yMinUnit + i*yMajorUnit < yRange; i++) { - double reticleY = y0 + i*r*yRange/yMajorUnit; - DrawCircleOpa(w, plotW/2, plotH/2, reticleY, 1, 1, gridWidth, gridColor, gridDash); - } - }*/ - } - - try { - for (int j = 0; j < series.GetCount(); j++) { - ScatterSeries &serie = series[j]; - if (serie.IsDeleted()) - continue; - DataSource &data = serie.Data(); - if (serie.opacity == 0 || (!serie.seriesPlot && !serie.markPlot)) - continue; - if (!data.IsExplicit() && data.GetCount() == 0) - continue; - if (data.IsExplicit() && IsNull(data.GetCount())) - continue; - Vector points; - bool pointsisempty = true; - if (data.IsParam()) { - double xmin = 0; - double xmax = double(data.GetCount()); - for (double x = xmin; x <= xmax; x++) { - double xx = data.x(x); - double yy = data.y(x); - if (!IsNum(xx) || !IsNum(yy)) - points << Null; - else { - int ix = fround(plotW*(xx - xMin)/xRange); - int iy; - if (serie.primaryY) - iy = fround(plotH*(yy - yMin)/yRange); - else - iy = fround(plotH*(yy - yMin2)/yRange2); - points << Point(ix, plotH - iy); - pointsisempty = false; - } - } - } else if (data.IsExplicit()) { - double xmin = xMin - 1; - double xmax = xMin + xRange + 1; - double dx = (xmax - xmin)/plotW; - for (double xx = xmin; xx < xmax; xx += dx) { - double yy = data.f(xx); - if (!IsNum(yy)) - points << Null; - else { - int ix = fround(plotW*(xx - xMin)/xRange); - int iy; - if (serie.primaryY) - iy = fround(plotH*(yy - yMin)/yRange); - else - iy = fround(plotH*(yy - yMin2)/yRange2); - points << Point(ix, plotH - iy); - pointsisempty = false; - } - } - } else { - int64 imin, imax; - if (serie.sequential) { - imin = imax = Null; - for (int64 i = 0; i < data.GetCount(); ++i) { - double xx = data.x(i); - if (IsNum(xx)) { - if (IsNull(imin)) { - if (xx >= xMin) - imin = i; - } - if (IsNull(imax)) { - if (xx >= xMin + xRange) - imax = i; - } - } - } - if (IsNull(imin)) - imin = 0; - if (IsNull(imax)) - imax = data.GetCount() - 1; - } else { - imin = 0; - imax = data.GetCount() - 1; - } - if (fastViewX) { - double dxpix = (data.x(imax) - data.x(imin))/plotW; - int npix = 1; - for (int64 i = imin; i <= imax; ) { - double yy = data.y(i); - int64 ii; - double maxv = data.x(imin) + dxpix*npix; - double maxY = yy, minY = yy; - for (ii = 1; i + ii < imax && data.x(i + ii) < maxv; ++ii) { - double dd = data.y(i + ii); - if (!IsNum(dd)) - continue; - maxY = max(maxY, dd); - minY = min(minY, dd); - } - double xx = data.x(i); - if (!IsNum(xx)) { - ++i; - continue; - } - i += ii; - npix++; - int ix = fround(plotW*(xx - xMin)/xRange); - int iMax, iMin; - if (!IsNum(yy)) - points << Null; - else { - if (serie.primaryY) { - iMax = fround(plotH*(maxY - yMin)/yRange); - iMin = fround(plotH*(minY - yMin)/yRange); - } else { - iMax = fround(plotH*(maxY - yMin2)/yRange2); - iMin = fround(plotH*(minY - yMin2)/yRange2); - } - points << Point(ix, plotH - iMax); - pointsisempty = false; - if (iMax != iMin) - points << Point(ix, plotH - iMin); - } - } - } else { - for (int64 i = imin; i <= imax; ) { - double xx = data.x(i); - double yy = data.y(i); - ++i; - if (!IsNum(xx) || !IsNum(yy)) - points << Null; - else { - int ix = fround(plotW*(xx - xMin)/xRange); - int iy; - if (serie.primaryY) - iy = fround(plotH*(yy - yMin)/yRange); - else - iy = fround(plotH*(yy - yMin2)/yRange2); - points << Point(ix, plotH - iy); - pointsisempty = false; - } - } - } - } - if (!pointsisempty && !points.IsEmpty() && serie.seriesPlot && serie.thickness > 0) - serie.seriesPlot->Paint(w, points, plotScaleAvg, serie.opacity, - serie.thickness, serie.color, - serie.dash, plotAreaColor, serie.fillColor, plotW/xRange, plotH/yRange, - plotH*(1 + yMin/yRange), serie.barWidth, - serie.isClosed); - - if (serie.markWidth >= 1 && serie.markPlot) { - if (!serie.markPlot->IsMultiPlot()) { - for (int i = 0; i < points.GetCount(); i++) { - if (!IsNull(points[i])) - serie.markPlot->Paint(w, plotScaleAvg, points[i], - serie.markWidth, serie.markColor, - serie.markBorderWidth, serie.markBorderColor); - } - } else { - for (int64 i = 0; i < data.GetCount(); ++i) { - int ix = fround(plotW*(data.x(i) - xMin)/xRange); - int iy; - if (serie.primaryY) - iy = plotH - fround(plotH*(data.y(i) - yMin)/yRange); - else - iy = plotH - fround(plotH*(data.y(i) - yMin2)/yRange2); - Vector dataX, dataY; - Vector dataFixed; - for (int ii = 0; ii < data.GetznxCount(i); ++ii) - dataX << fround(plotW*(data.znx(ii, i) - xMin)/xRange); - if (serie.primaryY) { - for (int ii = 0; ii < data.GetznyCount(i); ++ii) - dataY << (plotH - fround(plotH*(data.zny(ii, i) - yMin)/yRange)); - } else { - for (int ii = 0; ii < data.GetznyCount(i); ++ii) - dataY << (plotH - fround(plotH*(data.zny(ii, i) - yMin2)/yRange2)); - } - for (int ii = 0; ii < data.GetznFixedCount(); ++ii) - dataFixed << data.znFixed(ii, i); - serie.markPlot->Paint(w, plotScaleAvg, ix, iy, dataX, dataY, dataFixed, - serie.markWidth, serie.markColor, - serie.markBorderWidth, serie.markBorderColor); - } - } - } - if (serie.labels) { - int dx = int(serie.labelsDx*plotScaleX); - int dy = int(serie.labelsDy*plotScaleY); - Font fnt = serie.labelsFont; - fnt.Height(int((fnt.GetHeight() + fnt.GetDescent())*min(plotScaleX, plotScaleY))); - for (int i = 0; i < points.GetCount() && i < serie.labels->GetCount(); i++) { - if (!IsNull(points[i])) { - String txt = (*(serie.labels))[i]; - Size sz = GetTextSizeSpace(txt, fnt); - int ddy = static_cast(-sz.cy/2.); - int ddx = 0; - switch (serie.labelsAlign) { - case ALIGN_LEFT: ddx = 0; break; - case ALIGN_CENTER: ddx = -sz.cx/2; break; - case ALIGN_RIGHT: ddx = -sz.cx; break; - default: NEVER(); - } - double x = points[i].x + dx + ddx; - double y = points[i].y + dy + ddy; - DrawText(w, x, y, 0, txt, fnt, serie.labelsColor); - } - } - } - } - } catch(ValueTypeError error) { - ASSERT_(true, error); - } - - WhenPaint(w); - ClipEnd(w); - w.End(); -} - -} - -#endif - diff --git a/uppsrc/ScatterDraw/ScatterDraw.t b/uppsrc/ScatterDraw/ScatterDraw.t deleted file mode 100644 index 60b0c3008..000000000 --- a/uppsrc/ScatterDraw/ScatterDraw.t +++ /dev/null @@ -1,167 +0,0 @@ -#ifdef _MSC_VER -#pragma setlocale("C") -#endif -// ScatterDraw.cpp - -T_("No mark") -caES("Sense marca") -esES("Sin marca") -euES("Marka gabe") -frFR("Sans marque") - - -// Equation.cpp - -T_("Error in %s(%f)") -caES("") -esES("Error en %s(%f)") -euES("") -frFR("") - -T_("Unknown identifier '%s'") -caES("") -esES("Identificador desconocido '%s'") -euES("") -frFR("") - -T_("Error evaluating '%s': %s") -caES("") -esES("Error evaluando '%s': %s") -euES("") -frFR("") - -T_("Error: %s") -caES("") -esES("") -euES("") -frFR("") - -T_("Unknown error") -caES("") -esES("Error desconocido") -euES("") -frFR("") - - -// Equation.h - -T_("Average") -caES("") -esES("Promedio") -euES("") -frFR("") - -T_("Linear") -caES("Recta") -esES("Lineal") -euES("Zuzen") -frFR("Droite") - -T_("Polynomial") -caES("Polinomi") -esES("Polinomio") -euES("Polinomio") -frFR("Polyn\303\264me") - -T_("Sine") -caES("") -esES("Seno") -euES("") -frFR("") - -T_("DampedSinusoidal") -caES("") -esES("SinusoidalAmortiguada") -euES("") -frFR("") - -T_("Sin_DampedSinusoidal") -caES("") -esES("Seno_SinusoidalAmortiguada") -euES("") -frFR("") - -T_("Fourier") -caES("") -esES("") -euES("") -frFR("") - -T_("Exponential") -caES("Exponencial") -esES("Exponencial") -euES("") -frFR("") - -T_("RealExponent") -caES("") -esES("ExponenteReal") -euES("") -frFR("") - -T_("Weibull cumulative") -caES("") -esES("Weibull acumulativo") -euES("") -frFR("") - -T_("Weibull") -caES("") -esES("") -euES("") -frFR("") - -T_("Normal") -caES("") -esES("") -euES("") -frFR("") - -T_("Rational_1") -caES("Racional_1") -esES("Racional_1") -euES("") -frFR("") - -T_("Spline") -caES("") -esES("") -euES("") -frFR("") - -T_("Units does not match in summation") -caES("") -esES("Unidades no encajan en la suma") -euES("") -frFR("") - -T_("Units does not match in substraction") -caES("") -esES("Unidades no encajan en la resta") -euES("") -frFR("") - -T_("Division by zero") -caES("") -esES("Divisi\303\263n entre cero") -euES("") -frFR("") - -T_("Exponent cannot have units") -caES("") -esES("Exponente no puede tener unidades") -euES("") -frFR("") - -T_("Negative number sqrt") -caES("") -esES("Raiz cuadrada de n\303\272mero negativo") -euES("") -frFR("") - -T_("Units does not match in resistor parallel") -caES("") -esES("Unidades no encajan en resistencias en paralelo") -euES("") -frFR("") - diff --git a/uppsrc/ScatterDraw/ScatterDraw.upp b/uppsrc/ScatterDraw/ScatterDraw.upp deleted file mode 100644 index 3d0737802..000000000 --- a/uppsrc/ScatterDraw/ScatterDraw.upp +++ /dev/null @@ -1,31 +0,0 @@ -description "Scatter base class to plot in console applications \377"; - -uses - Painter, - plugin/Eigen; - -options(MSC) -D_SCL_SECURE_NO_WARNINGS; - -file - ScatterDraw.cpp, - ScatterDraw.h, - DataSource.cpp, - DataSource.h, - Equation.cpp, - Equation.h, - DrawingFunctions.cpp, - DrawingFunctions.h, - SeriesPlot.h, - Histogram.cpp, - Histogram.h, - MarkPlot.h, - Legend.cpp, - Surf.cpp, - PieDraw.cpp, - PieDraw.h, - ScatterDraw.t, - srcdoc.tpp, - src.tpp, - Copying; - - spellcheck_comments "EN-GB" \ No newline at end of file diff --git a/uppsrc/ScatterDraw/SeriesPlot.h b/uppsrc/ScatterDraw/SeriesPlot.h deleted file mode 100644 index 5f8996702..000000000 --- a/uppsrc/ScatterDraw/SeriesPlot.h +++ /dev/null @@ -1,161 +0,0 @@ -#ifndef _ScatterDraw_SeriesPlot_h_ -#define _ScatterDraw_SeriesPlot_h_ - -namespace Upp { - -class SeriesPlot { -public: - virtual ~SeriesPlot() noexcept {}; - virtual void Paint(Draw& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double fx, double fy, double y0, double width, - bool isClosed) const = 0; - virtual void Paint(Painter& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double fx, double fy, double y0, double width, - bool isClosed) const = 0; - template - static void Register(const String& name) - { - classMap().FindAdd(name, __Create); - typeMap().FindAdd(typeid(T).name(), name); - } - static void Unregister(const String& name) - { - int i = TypeIndex(name); - ASSERT(i >= 0); - classMap().Remove(i); - typeMap().Remove(i); - } - static String TypeName(int i) {return typeMap()[i];} - static int TypeIndex(const String& name) {return typeMap().Find(name);} - static int GetCount() {return classMap().GetCount();} - static SeriesPlot* Create(int i) {return classMap()[i]();} - static Vector GetTypes() {return clone(typeMap()).PickValues();} - int GetType()const {return typeMap().Find(typeid(*this).name());} - SeriesPlot* Copy()const; - -protected: - typedef SeriesPlot* (*CreateFunc)(); - template - static SeriesPlot* __Create() {return new T;} - static VectorMap& classMap() {static VectorMap cMap; return cMap;} - static VectorMap& typeMap() {static VectorMap tMap; return tMap;} -}; - -class LineSeriesPlot : public SeriesPlot { -private: - template - void DoPaint(T& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double y0, bool isClosed) const - { - if (!IsNull(fillColor)) { - if(isClosed) - FillPolylineOpa(w, p, scale, opacity, background, fillColor); - else { - double x = p[0].x; - p.Insert(0, Pointf(x, y0)); - x = p[p.GetCount() - 1].x; - p.Add(Pointf(x, y0)); - FillPolylineOpa(w, p, scale, opacity, background, fillColor); - p.Remove(0); - p.Remove(p.GetCount() - 1); - } - } - DrawPolylineOpa(w, p, scale, 1, thick, color, pattern, background); - } - -public: - void Paint(Draw& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double , double , double y0, double , bool isClosed) const - { - DoPaint(w, p, scale, opacity, thick, color, pattern, background, fillColor, y0, isClosed); - } - void Paint(Painter& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double , double , double y0, double , bool isClosed) const - { - DoPaint(w, p, scale, opacity, thick, color, pattern, background, fillColor, y0, isClosed); - } -}; - - -class StaggeredSeriesPlot : public SeriesPlot { -private: - template - void DoPaint(T& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double y0) const - { - ASSERT(p.GetCount() > 1); - Vector ps; - ps << Pointf(p[0].x - (p[1].x - p[0].x)/2., p[0].y); - for (int i = 1; i < p.GetCount(); ++i) { - double x = (p[i].x + p[i-1].x)/2.; - ps << Pointf(x, p[i-1].y); - ps << Pointf(x, p[i].y); - } - ps << Pointf(p[p.GetCount() - 1].x + (p[p.GetCount() - 1].x - p[p.GetCount() - 2].x)/2., p[p.GetCount() - 1].y); - if (!IsNull(fillColor)) { - double x = ps[0].x; - ps.Insert(0, Pointf(x, y0)); - x = ps[ps.GetCount() - 1].x; - ps.Add(Pointf(x, y0)); - FillPolylineOpa(w, ps, scale, opacity, background, fillColor); - ps.Remove(0); - ps.Remove(ps.GetCount() - 1); - } - DrawPolylineOpa(w, ps, scale, 1, fround(thick), color, pattern, background); - } - -public: - void Paint(Draw& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double , double , double y0, double , bool ) const - { - DoPaint(w, p, scale, opacity, thick, color, pattern, background, fillColor, y0); - } - void Paint(Painter& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double , double , double y0, double , bool ) const - { - DoPaint(w, p, scale, opacity, thick, color, pattern, background, fillColor, y0); - } -}; - -class BarSeriesPlot : public SeriesPlot { -private: - template - void DoPaint(T& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double fx, double y0, double width) const - { - for (int i = 0; i < p.GetCount(); ++i) { - FillRectangleOpa(w, p[i].x - width*fx, y0, p[i].x + width*fx, p[i].y, opacity, background, fillColor); - Vector ps; - ps << Pointf(fround(p[i].x - width*fx), y0) << Pointf(fround(p[i].x - width*fx), p[i].y) - << Pointf(fround(p[i].x + width*fx), p[i].y) << Pointf(fround(p[i].x + width*fx), y0); - DrawPolylineOpa(w, ps, scale, 1, fround(thick), color, pattern, background); - } - } - -public: - void Paint(Draw& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double fx, double , double y0, double width, bool ) const - { - DoPaint(w, p, scale, opacity, thick, color, pattern, background, fillColor, fx, y0, width); - } - void Paint(Painter& w, Vector &p, const double &scale, const double opacity, - double thick, const Color &color, String pattern, const Color &background, - const Color &fillColor, double fx, double , double y0, double width, bool ) const - { - DoPaint(w, p, scale, opacity, thick, color, pattern, background, fillColor, fx, y0, width); - } -}; - -} - -#endif diff --git a/uppsrc/ScatterDraw/Surf.cpp b/uppsrc/ScatterDraw/Surf.cpp deleted file mode 100644 index 642e57efb..000000000 --- a/uppsrc/ScatterDraw/Surf.cpp +++ /dev/null @@ -1,251 +0,0 @@ -#include "ScatterDraw.h" - -namespace Upp { - -ScatterDraw& ScatterDraw::AddSurf(DataSourceSurf &_surf) { - surf = &_surf; - if (!IsNum(surfMinZ)) - surfMinZ = _surf.MinZ(); - if (!IsNum(surfMaxZ)) - surfMaxZ = _surf.MaxZ(); - return *this; -} - -inline static double Smooth01(double val) { - double val2 = val*val; - return 3*val2 - 2*val2*val; -} - -inline static double Smooth01Left(double val) {return 2*Smooth01(val/2);} -inline static double Smooth01Right(double val) {return 2*(Smooth01(0.5 + val/2)-0.5);} - -inline static double Filter01(double frac) { - if (frac >= 1) - return 1; - else if (frac < 0) - return 0; - return frac; -} - -static Color InterpolateColor(double frac, const Color &from, const Color &to) { - return Color(int(from.GetR() + frac*(to.GetR() - from.GetR())), - int(from.GetG() + frac*(to.GetG() - from.GetG())), - int(from.GetB() + frac*(to.GetB() - from.GetB()))); -} - -Color GetRainbowColor(double frac, RAINBOW rainbow, int numScales) { - frac = Filter01(frac); - switch (rainbow) { - case BLUE_YELLOW_RED: frac = 1 - frac; - return GetRainbowColor(frac, Color(255,0,0), Color(255,255,0), Color(0,0,255), numScales); - case RED_YELLOW_BLUE: return GetRainbowColor(frac, Color(255,0,0), Color(255,255,0), Color(0,0,255), numScales); - case GREEN_YELLOW_RED: frac = 1 - frac; - return GetRainbowColor(frac, Color(255,0,0), Color(255,255,0), Color(0,255,0), numScales); - case RED_YELLOW_GREEN: return GetRainbowColor(frac, Color(255,0,0), Color(255,255,0), Color(0,255,0), numScales); - case WHITE_BLACK: frac = 1 - frac; - return GetRainbowColor(frac, Color(0,0,0), Color(255,255,255), numScales); - case BLACK_WHITE: return GetRainbowColor(frac, Color(0,0,0), Color(255,255,255), numScales); - case BLUE_WHITE_RED: frac = 1 - frac; - return GetRainbowColor(frac, Color(255,0,0), Color(255,255,255), Color(0,0,255), numScales); - case RED_WHITE_BLUE: return GetRainbowColor(frac, Color(255,0,0), Color(255,255,255), Color(0,0,255), numScales); - } - return Null; -} - -Color GetRainbowColor(double frac, const Color &from, const Color &to, int numScales) { - if (numScales > 0) - frac = (int(frac*numScales)/double(numScales))/(1 - 1/numScales); - frac = Filter01(frac); - return InterpolateColor(frac, from, to); -} - -Color GetRainbowColor(double frac, const Color &col0, const Color &col1, const Color &col2, int numScales) { - if (IsNull(col2)) - return GetRainbowColor(frac, col0, col1, numScales); - if (numScales > 0) - frac = int(frac*numScales)/double(numScales - 1); - frac = Filter01(frac); - if (frac < 0.5) - return InterpolateColor((numScales > 0) ? 2*frac : Smooth01Right(2*frac), col0, col1); - else - return InterpolateColor((numScales > 0) ? 2*(frac - 0.5) : Smooth01Left(2*(frac - 0.5)), col1, col2); -} - -#define Membercall(fun) (this->*fun) - -double TableData::z_area(Getdatafun getdataX, Getdatafun getdataY, Getdatafun getdata, - double x, double y) { - if (inter == NO) { - int ix, iy; - for (ix = 0; ix < lenxAxis; ++ix) { - if (Membercall(getdataX)(ix) > x) { - if (ix == 0) - return Null; - else { - ix--; - break; - } - } - } - if (ix == lenxAxis) - return Null; - for (iy = 0; iy < lenyAxis; ++iy) { - if (Membercall(getdataY)(iy) > y) { - if (iy == 0) - return Null; - else { - iy--; - break; - } - } - } - if (iy == lenyAxis) - return Null; - return Membercall(getdata)(ix + iy*(lenxAxis - 1)); - } else if (inter == BILINEAR) { - int ix, iy; - for (ix = 0; ix < lenxAxis-1; ++ix) { - if (((Membercall(getdataX)(ix)+Membercall(getdataX)(ix+1))/2.) > x) { - if (ix == 0) - return Null; - else { - ix--; - break; - } - } - } - if (ix == lenxAxis-1) - return Null; - for (iy = 0; iy < lenyAxis-1; ++iy) { - if (((Membercall(getdataY)(iy)+Membercall(getdataY)(iy+1))/2.) > y) { - if (iy == 0) - return Null; - else { - iy--; - break; - } - } - } - if (iy == lenyAxis-1) - return Null; - - int width = lenxAxis - 1; - double x1 = (Membercall(getdataX)(ix) + Membercall(getdataX)(ix+1))/2.; - double x2 = (Membercall(getdataX)(ix+1) + Membercall(getdataX)(ix+2))/2.; - double y1 = (Membercall(getdataY)(iy) + Membercall(getdataY)(iy+1))/2.; - double y2 = (Membercall(getdataY)(iy+1) + Membercall(getdataY)(iy+2))/2.; - double z11 = Membercall(getdata)(ix + iy*width); - double z12 = Membercall(getdata)(ix + (iy+1)*width); - double z21 = Membercall(getdata)(ix+1+ iy*width); - double z22 = Membercall(getdata)(ix+1 + (iy+1)*width); - if (!IsNum(z11) || !IsNum(z12) || !IsNum(z21) || !IsNum(z22)) - return Null; - return BilinearInterpolate(x, y, x1, x2, y1, y2, z11, z12, z21, z22); - } else - return Null; -} - -double TableData::z_point(Getdatafun getdataX, Getdatafun getdataY, Getdatafun getdata, - double x, double y) { - if (x < MinX(getdataX) || x > MaxX(getdataX) || - y < MinY(getdataY) || y > MaxY(getdataY)) - return Null; - - if (inter == NO) { - int ix, iy; - if (x < (Membercall(getdataX)(0) + Membercall(getdataX)(1))/2.) - ix = 0; - else if (x >= (Membercall(getdata)(lenxAxis-1) + Membercall(getdata)(lenxAxis-2))/2.) - ix = lenxAxis-1; - else { - for (ix = 1; ix < lenxAxis-1; ++ix) { - if ((Membercall(getdataX)(ix) + Membercall(getdataX)(ix+1))/2. > x) - break; - } - } - if (y < (Membercall(getdataY)(0) + Membercall(getdataY)(1))/2.) - iy = 0; - else if (y >= (Membercall(getdataY)(lenyAxis-1) + Membercall(getdataY)(lenyAxis-2))/2.) - iy = lenyAxis-1; - else { - for (iy = 1; iy < lenyAxis-1; ++iy) { - if ((Membercall(getdataY)(iy) + Membercall(getdataY)(iy+1))/2. > y) - break; - } - } - return Membercall(getdata)(ix + iy*lenxAxis); - } else if (inter == BILINEAR) { - int ix, iy; - for (ix = 0; ix < lenxAxis-1; ++ix) { - if (Membercall(getdataX)(ix+1) >= x) - break; - } - if (ix == lenxAxis-1) - return Null; - for (iy = 0; iy < lenyAxis-1; ++iy) { - if (Membercall(getdataY)(iy+1) >= y) - break; - } - if (iy == lenyAxis-1) - return Null; - int width = lenxAxis; - double x1 = Membercall(getdataX)(ix); - double x2 = Membercall(getdataX)(ix+1); - double y1 = Membercall(getdataY)(iy); - double y2 = Membercall(getdataY)(iy+1); - double z11 = Membercall(getdata)(ix + iy*width); - double z12 = Membercall(getdata)(ix + (iy+1)*width); - double z21 = Membercall(getdata)(ix+1 + iy*width); - double z22 = Membercall(getdata)(ix+1 + (iy+1)*width); - if (!IsNum(z11) || !IsNum(z12) || !IsNum(z21) || !IsNum(z22)) - return Null; - return BilinearInterpolate(x, y, x1, x2, y1, y2, z11, z12, z21, z22); - } else - return Null; -} - -double TableData::MinX(Getdatafun getdata) { - return Membercall(getdata)(0); -} - -double TableData::MaxX(Getdatafun getdata) { - return Membercall(getdata)(lenxAxis-1); -} - -double TableData::MinY(Getdatafun getdata) { - return Membercall(getdata)(0); -} - -double TableData::MaxY(Getdatafun getdata) { - return Membercall(getdata)(lenyAxis-1); -} - -double TableData::MinZ(Getdatafun getdata) { - double ret = -DOUBLE_NULL; - for (int i = 0; i < lendata; ++i) { - double d = Membercall(getdata)(i); - if (!!IsNum(d)) { - if (ret > d) - ret = d; - } - } - if (ret == -DOUBLE_NULL) - return Null; - return ret; -} - -double TableData::MaxZ(Getdatafun getdata) { - double ret = DOUBLE_NULL; - for (int i = 0; i < lendata; ++i) { - double d = Membercall(getdata)(i); - if (!!IsNum(d)) { - if (ret < d) - ret = d; - } - } - if (ret == DOUBLE_NULL) - return Null; - return ret; -} - -} \ No newline at end of file diff --git a/uppsrc/ScatterDraw/icon.ico b/uppsrc/ScatterDraw/icon.ico deleted file mode 100644 index 4012786aa..000000000 Binary files a/uppsrc/ScatterDraw/icon.ico and /dev/null differ diff --git a/uppsrc/ScatterDraw/src.tpp/CArray_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/CArray_en-us.tpp deleted file mode 100644 index 2e390bcb7..000000000 --- a/uppsrc/ScatterDraw/src.tpp/CArray_en-us.tpp +++ /dev/null @@ -1,39 +0,0 @@ -topic "2.3 CArray"; -[ $$0,0#00000000000000000000000000000000:Default] -[i448;a25;kKO9; $$1,0#37138531426314131252341829483380:structitem] -[l288;2 $$2,0#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[H6;0 $$4,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:codeitem] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 CArray]]}}&] -[s1;@(0.0.255)0%- &] -[s1;:CArray`:`:class:%- [@(0.0.255) class]_[* CArray]_:_[@(0.0.255) public]_[*@3 DataSource]&] -[s2; &] -[s0; [2 A ][^topic`:`/`/ScatterDraw`/src`/DataSource`$en`-us^2 DataSource -][2 class based on simple double `* C arrays.]&] -[s3;%- &] -[ {{10000F(128)G(128)@1 [s0; [* Constructor Detail]]}}&] -[s4; &] -[s5;:CArray`:`:CArray`(double`*`,int`,double`,double`):%- [* CArray]([@(0.0.255) double]_ -`*[*@3 yData], [@(0.0.255) int]_[*@3 numData], [@(0.0.255) double]_[*@3 x0], -[@(0.0.255) double]_[*@3 deltaX])&] -[s2; Creates a CArray based on Y axis data array [%-*@3 yData], with -[%-*@3 numData] elements, with X axis values beginning from [%-*@3 x0] -and with [%-*@3 deltaX] between X axis values.&] -[s3; &] -[s4;%- &] -[s5;:CArray`:`:CArray`(double`*`,double`*`,int`):%- [* CArray]([@(0.0.255) double]_`*[*@3 y -Data], [@(0.0.255) double]_`*[*@3 xData], [@(0.0.255) int]_[*@3 numData])&] -[s2; Creates a CArray based on Y axis data array [%-*@3 yData], X axis -data array [%-*@3 xData] and with [%-*@3 numData] elements.&] -[s3; &] -[s4;%- &] -[s5;:CArray`:`:CArray`(double`*`,double`*`,double`*`,int`):%- [* CArray]([@(0.0.255) doub -le]_`*[*@3 yData], [@(0.0.255) double]_`*[*@3 x1Data], [@(0.0.255) double]_`*[*@3 x2Data], -[@(0.0.255) int]_[*@3 numData])&] -[s2; Creates a CArray based on Y axis data array [%-*@3 yData], X1 -axis data array [%-*@3 x1Data], X2 axis data array [%-*@3 x2Data] -and with [%-*@3 numData] elements.&] -[s3; &] -[s0; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/CArray_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/CArray_en-us.tppi deleted file mode 100644 index 515063aba..000000000 --- a/uppsrc/ScatterDraw/src.tpp/CArray_en-us.tppi +++ /dev/null @@ -1,6 +0,0 @@ -TITLE("2.3 CArray") -COMPRESSED -120,156,189,84,93,79,219,48,20,253,43,150,6,83,91,245,195,190,182,155,52,121,41,162,251,144,38,109,15,104,82,167,200,52,38,49,44,90,154,160,216,29,32,196,127,159,19,39,163,133,117,160,177,173,15,105,235,123,206,185,231,158,107,37,66,7,7,120,136,95,225,39,62,193,66,157,203,77,110,68,148,49,230,135,18,120,248,237,195,167,89,104,233,196,210,169,71,168,207,41,97,48,181,15,66,9,112,160,140,248,48,99,62,165,62,14,180,169,54,137,201,140,90,139,40,7,223,15,193,50,193,50,193,227,64,60,230,51,159,80,207,7,43,0,24,3,246,128,19,70,125,224,65,170,116,34,34,108,225,212,194,103,83,58,195,4,99,143,16,76,193,195,148,51,66,40,88,9,240,128,96,30,168,34,21,209,251,105,88,19,88,61,24,159,90,251,83,171,198,24,182,234,53,141,81,66,49,80,78,102,124,26,156,169,139,172,120,56,86,237,142,63,57,151,135,131,164,76,149,155,234,118,117,119,248,230,227,232,243,9,138,208,237,45,169,67,155,83,20,105,28,162,104,48,239,1, -204,250,12,29,31,85,149,188,17,226,238,238,181,136,52,9,231,61,60,198,99,224,188,143,15,71,200,157,5,14,20,7,113,144,228,82,235,192,86,162,123,32,106,14,197,42,26,116,106,171,96,181,93,191,220,156,229,89,82,3,108,255,133,52,242,164,220,84,137,18,181,58,132,77,147,218,19,160,35,36,162,83,83,94,102,137,237,53,137,39,39,137,52,70,85,139,74,94,197,19,93,37,241,228,158,29,31,168,34,30,109,244,41,108,73,90,62,56,59,232,76,106,149,162,178,64,58,91,95,230,10,165,165,117,161,80,108,77,34,89,187,212,227,198,0,13,221,156,93,68,111,123,4,252,254,187,230,57,39,93,92,232,184,44,220,141,41,43,180,80,70,102,121,151,25,115,19,240,237,152,218,95,61,215,52,30,196,195,172,48,241,176,253,219,125,247,155,32,127,166,214,219,206,204,65,196,42,30,52,169,221,212,51,138,225,78,236,86,178,205,180,216,172,127,81,239,36,26,200,53,254,93,53,85,185,145,75,209,111,55,114,92,41,105,148,70,178,181,118,31,230,23,36,175,51,141, -82,219,205,165,136,162,195,209,182,193,171,204,124,237,206,58,91,72,229,106,173,10,163,219,242,210,137,124,151,249,198,54,105,174,123,145,21,23,232,188,42,215,29,215,250,69,178,72,119,244,90,151,150,97,174,148,42,118,117,198,110,153,200,173,164,189,187,79,44,101,119,61,47,92,199,3,200,245,179,54,246,23,18,95,238,3,56,7,143,82,124,180,149,151,37,247,79,51,36,207,192,192,127,11,154,236,77,186,243,185,132,189,16,248,131,109,216,87,143,16,63,0,233,166,19,105, - diff --git a/uppsrc/ScatterDraw/src.tpp/DataSource_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/DataSource_en-us.tpp deleted file mode 100644 index ae8ef0db5..000000000 --- a/uppsrc/ScatterDraw/src.tpp/DataSource_en-us.tpp +++ /dev/null @@ -1,216 +0,0 @@ -topic "2 DataSource"; -[i448;a25;kKO9;2 $$1,0#37138531426314131252341829483380:class] -[l288;2 $$2,2#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[H6;0 $$4,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:item] -[l288;a4;*@5;1 $$6,6#70004532496200323422659154056402:requirement] -[l288;i1121;b17;O9;~~~.1408;2 $$7,0#10431211400427159095818037425705:param] -[i448;b42;O9;2 $$8,8#61672508125594000341940100500538:tparam] -[b42;2 $$9,9#13035079074754324216151401829390:normal] -[2 $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 DataSource]]}}&] -[s3; &] -[s1;:DataSource`:`:class:%- [@(0.0.255)3 class][3 _][*3 DataSource]&] -[s0; &] -[s0; Some classes need sources of data for drawing, data analysis -and statistics. However data series can be defined in different -containers like C arrays, U`+`+ containers or even data grids -like ArrayCtrl and GridCtrl.&] -[s0; &] -[s0; [^topic`:`/`/ScatterDraw`/src`/DataSource`$en`-us^ DataSource] -abstracts many sources of data, like:&] -[s0; &] -[s0;i150;O0; [* Data series]&] -[s0; They are series of data with a number of columns (parameters) -and rows (every parameter set case). For example:&] -[s0; &] -[ {{2500:2500:2500:2500<512;>928;h1;@(127)R2 [s0; [@2 X]] -:: [s0; [@2 Y]] -:: [s0; [@2 Z]] -:: [s0; [@2 Temperature]] -::@2R0 [s0; 1.1] -:: [s0; 45] -:: [s0; `-34] -:: [s0; 22] -:: [s0; 3.5] -:: [s0; 23] -:: [s0; 12] -:: [s0; 25] -:: [s0; 2.4] -:: [s0; 78] -:: [s0; 112] -:: [s0; 24]}}&] -[s0; &] -[s0;i150;O0; [* Explicit equation]&] -[s0; A function y `= f(x1, x2, ...) where y is the dependent variable -and x1, x2 are the independent variables.&] -[s0; Examples are:&] -[s0; -|&] -[s0; -|y `= 4x `+ 3z&] -[s0; -|y `= 3`*x`^2 `+ 2`*x `- 1&] -[s0; &] -[s0;i150;O0; [* Parametric equation]&] -[s0; ([^http`:`/`/en`.wikipedia`.org`/wiki`/Parametric`_equation^ From -Wikipedia]) A parametric equation of a curve is a representation -of it through equations expressing the coordinates of the points -of the curve as functions of a variable called parameter. For -example,&] -[s0; &] -[s0; -|x `= cos(t)&] -[s0; -|y `= sin(t)&] -[s0; &] -[s0; is a parametric equation for the unit circle, where t is the -parameter.&] -[s0; &] -[s0; These equations are useful to represent closed functions as -circles, spirals and even epitrochoids.&] -[s0; &] -[s0; [^topic`:`/`/ScatterDraw`/src`/DataSource`$en`-us^ DataSource -]classes can be used to interface data sources and containers -and can be subclassed to be embedded in other classes like [^topic`:`/`/ScatterDraw`/src`/ExplicitEquation`$en`-us^ E -xplicitEquation].&] -[s0; &] -[s0; Examples of [^topic`:`/`/ScatterDraw`/src`/DataSource`$en`-us^ DataSource -]classes are [^topic`:`/`/ScatterDraw`/src`/CArray`$en`-us^ CArray] -and [^topic`:`/`/ScatterDraw`/src`/VectorY`$en`-us^ VectorY] .&] -[s0; &] -[s3;%- &] -[ {{10000F(128)G(128)@1 [s0; [* Constructor Detail]]}}&] -[s4; &] -[s5;:DataSource`:`:DataSource`(`):%- [* DataSource]()&] -[s2; Default constructor where the data is defined as data series -by default.&] -[s3;%- &] -[ {{10000F(128)G(128)@1 [s0; [* Public Member List]]}}&] -[s4;%- &] -[s5;:DataSource`:`:y`(int64`):%- [@(0.0.255) virtual] [@(0.0.255) double]_[* y]([_^int64^ int -64]_[*@3 id])&] -[s2; Returns the first parameter of the data series [%-*@3 id] th value.&] -[s3; &] -[s4;%- &] -[s5;:DataSource`:`:x`(int64`):%- [@(0.0.255) virtual] [@(0.0.255) double]_[* x]([_^int64^ int -64]_[*@3 id])&] -[s2; Returns the second parameter of the data series [%-*@3 id] th -value.&] -[s3; &] -[s4;%- &] -[s5;:DataSource`:`:xn`(int`,int64`):%- [@(0.0.255) virtual] [@(0.0.255) double]_[* xn]([@(0.0.255) i -nt]_[*@3 n], [_^int64^ int64]_[*@3 id])&] -[s2; Returns the [%-*@3 n] th parameter of the data series [%-*@3 id] -th value.&] -[s3; &] -[s4;%- &] -[s5;:DataSource`:`:y`(double`):%- [@(0.0.255) virtual] [@(0.0.255) double]_[* y]([@(0.0.255) d -ouble]_[*@3 t])&] -[s2; Returns the first parameter of the parametric equation with -independent value [%-*@3 t].&] -[s3; &] -[s4;%- &] -[s5;:DataSource`:`:x`(double`):%- [@(0.0.255) virtual] [@(0.0.255) double]_[* x]([@(0.0.255) d -ouble]_[*@3 t])&] -[s2; Returns the second parameter of the parametric equation with -independent value [%-*@3 t].&] -[s3; &] -[s4;%- &] -[s5;:DataSource`:`:xn`(int`,double`):%- [@(0.0.255) virtual] [@(0.0.255) double]_[* xn]([@(0.0.255) i -nt]_[*@3 n], [@(0.0.255) double]_[*@3 t])&] -[s2; Returns the [%-*@3 n] th parameter of the parametric equation -with independent value [%-*@3 t].&] -[s3; &] -[s4;%- &] -[s5;:DataSource`:`:f`(double`):%- [@(0.0.255) virtual] [@(0.0.255) double]_[* f]([@(0.0.255) d -ouble]_[*@3 x])&] -[s2; Returns the value of the explicit equation based on the independent -value [%-*@3 x].&] -[s3; &] -[s4;%- &] -[s5;:DataSource`:`:f`(Vector``):%- [@(0.0.255) virtual] [@(0.0.255) double]_[* f]( -[_^Vector^ Vector]<[@(0.0.255) double]>_[*@3 xn])&] -[s2; Returns the value of the explicit equation based on the independent -value set [%-*@3 xn].&] -[s3; &] -[s4;%- &] -[s5;:Upp`:`:DataSource`:`:Copy`(Upp`:`:DataSource`:`:Getdatafun`,Range`&`):%- [@(0.0.255) t -emplate]_<[@(0.0.255) class]_[*@4 Range]>_[@(0.0.255) void]_[* Copy]([_^Upp`:`:DataSource`:`:Getdatafun^ G -etdatafun]_[*@3 getdata], [*@4 Range]_`&[*@3 out])&] -[s2; Copies data series [%-*@3 getdata] into an Upp`::Vector<>, Eigen`::VectorXd -or a std`::vector<> [%-*@3 out].&] -[s3; &] -[s4;%- &] -[s5;:DataSource`:`:GetCount`(`):%- [@(0.0.255) virtual] [_^int64^ int64]_[* GetCount]()&] -[s2; Returns the number of values in a data series or a parametric -equation.&] -[s3;%- &] -[s4;%- &] -[s5;:DataSource`:`:IsParam`(`):%- [@(0.0.255) bool]_[* IsParam]()&] -[s2; Returns true if the data source is a parametric equation.&] -[s3;%- &] -[s4;%- &] -[s5;:DataSource`:`:IsExplicit`(`):%- [@(0.0.255) bool]_[* IsExplicit]()&] -[s2; Returns true if the data source is a explicit equation.&] -[s3;%- &] -[ {{10000F(128)G(128)@1 [s0; [* Public Functions]]}}&] -[s5;:Upp`:`:Convolution`(const Eigen`:`:MatrixBase``&`,const Eigen`:`:MatrixBase``&`,const double`):%- [@(0.0.255) t -emplate]_<[@(0.0.255) class]_[*@4 T]>_[@(0.0.255) typename]_T`::PlainObject_[* Convolution -]([@(0.0.255) const]_[_^Eigen`:`:MatrixBase^ Eigen`::MatrixBase]<[*@4 T]>`&_[*@3 orig], -[@(0.0.255) const]_[_^Eigen`:`:MatrixBase^ Eigen`::MatrixBase]<[*@4 T]>`&_[*@3 kernel], -[@(0.0.255) const]_[@(0.0.255) double]_[*@3 factor]_`=_[@3 1])&] -[s2; Applies on [%-*@3 orig] the [^https`:`/`/en`.wikipedia`.org`/wiki`/Convolution^ conv -olution] [%-*@3 kernel], multiplying [%-*@3 factor] on each value -of the convolution result.&] -[s3;%- &] -[s4;%- &] -[s5;:Upp`:`:Convolution2D`(const Eigen`:`:MatrixBase``&`,const Eigen`:`:MatrixBase``&`,const double`):%- [@(0.0.255) t -emplate]_<[@(0.0.255) class]_[*@4 T]>_[@(0.0.255) typename]_T`::PlainObject_[* Convolution -2D]([@(0.0.255) const]_[_^Eigen`:`:MatrixBase^ Eigen`::MatrixBase]<[*@4 T]>`&_[*@3 orig], -[@(0.0.255) const]_[_^Eigen`:`:MatrixBase^ Eigen`::MatrixBase]<[*@4 T]>`&_[*@3 kernel], -[@(0.0.255) const]_[@(0.0.255) double]_[*@3 factor]_`=_[@3 1])&] -[s2; Applies on [%-*@3 orig] the 2D [^https`:`/`/en`.wikipedia`.org`/wiki`/Convolution^ c -onvolution] [%-*@3 kernel], multiplying [%-*@3 factor] on each value -of the convolution result.&] -[s3;%- &] -[s4;%- &] -[s5;:Upp`:`:SavitzkyGolay`_CheckParams`(int`,int`,int`,int`):%- [@(0.0.255) bool]_[* Savi -tzkyGolay`_CheckParams]([@(0.0.255) int]_[*@3 nleft], [@(0.0.255) int]_[*@3 nright], -[@(0.0.255) int]_[*@3 deg], [@(0.0.255) int]_[*@3 der])&] -[s2; Returns true if Savitzsky`-Golay filter arguments are correct. -They are:&] -[s0;l288;i150;O0; [%-*@3 nleft]: Number of leftward data points&] -[s2;i150;O0; [%-*@3 nright]: Number of rightward data points&] -[s2;i150;O0; [%-*@3 deg]: Order of the smoothing polynomial&] -[s2;i150;O0; [%-*@3 der]: Order of the derivative. 0 means smoothed -function, 1 means smoothed first derivative, ...&] -[s2; Valid arguments have to comply with nleft >`= 0 `&`& nright ->`= 0 `&`& der <`= deg `&`& nleft `+ nright >`= deg.&] -[s3; &] -[s4; &] -[s5;:Upp`:`:SavitzkyGolay`_Coeff`(int`,int`,int`,int`):%- VectorXd_[* SavitzkyGolay`_Co -eff]([@(0.0.255) int]_[*@3 nleft], [@(0.0.255) int]_[*@3 nright], [@(0.0.255) int]_[*@3 deg], - [@(0.0.255) int]_[*@3 der])&] -[s2;%- Savitzky–Golay is a digital filter applied by convolution -of successive sub`-sets of adjacent data points with a low`-degree -polynomial by the method of linear least squares. When the data -points are equally spaced, an analytical solution to the least`-squares -equations can be found, in the form of a single set of `"convolution -coefficients`", to give estimates of the smoothed signal, (or -derivatives of the smoothed signal) at the central point of each -sub`-set. The method, was popularized by Abraham Savitzky and -Marcel J. E. Golay in 1964. This function obtains the filter -coefficients, and has to be applied just once for any dataset, -as the coefficients do not depend on data but in the conditions -defined by arguments. Arguments are explained in [*^Upp`:`:SavitzkyGolay`_CheckParams`(int`,int`,int`,int`)^ S -avitzkyGolay`_CheckParams][^Upp`:`:SavitzkyGolay`_CheckParams`(int`,int`,int`,int`)^ ( -)]. Filter has to be appplied using [*^Upp`:`:Convolution`(const Eigen`:`:VectorXd`&`,const T`&`,int`,double`)^ C -onvolution][^Upp`:`:Convolution`(const Eigen`:`:VectorXd`&`,const T`&`,int`,double`)^ ( -)] on input data.&] -[s2;%- &] -[s2;%- [%% References: ][%%^https`:`/`/en`.wikipedia`.org`/wiki`/Savitzky`%E2`%80`%93Golay`_filter^ S -avitzky–Golay filter (Wikipedia)][%% , Savitzky, A.; Golay, M.J.E. -(1964). `"Smoothing and Differentiation of Data by Simplified -Least Squares Procedures`". Analytical Chemistry. 36 (8): 1627–39, -][%%^http`:`/`/www`.nrbook`.com`/a`/bookcpdf`.php^ Numerical Recipes -in C, Second Edition (1992), ]Schafer, R.W. What [/ Is ]a Savitzky`-Golay -Filter?, IEEE Signal Processing Magazine [@(153) `[]116`] (2011)[+59 .]&] -[s3; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/DataSource_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/DataSource_en-us.tppi deleted file mode 100644 index 0f4d6610b..000000000 --- a/uppsrc/ScatterDraw/src.tpp/DataSource_en-us.tppi +++ /dev/null @@ -1,15 +0,0 @@ -TITLE("2 DataSource") -COMPRESSED 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-186,87,85,127,141,0,204,59,229,144,138,248,84,122,235,123,21,178,78,139,216,242,86,36,16,144,114,120,244,191,0,86,214,49,9,104,177,224,105,38,214,38,178,59,168,213,107,15,16,238,144,46,104,110,247,141,218,42,218,40,151,151,151,190,25,11,40,149,206,125,19,210,158,127,64,253,3,249,22,44,195,169,111,46,231,203,177,76,255,16,68,164,232,119,44,0,176,234,140,225,8,144,234,211,217,19,189,94,36,184,62,105,195,12,167,193,156,2,28,3,189,51,127,150,145,21,194,203,232,0,182,226,200,163,149,117,202,10,71,115,243,111,6,250,246,228,228,4,192,202,128,164,161,233,235,227,215,116,70,63,194,250,146,89,7,187,118,27,249,35,15,227,142,239,161,22,177,48,110,143,158,186,125,100,122,69,98,245,188,255,2,199,56,63,57, - diff --git a/uppsrc/ScatterDraw/src.tpp/EvalExpr_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/EvalExpr_en-us.tpp deleted file mode 100644 index 1da830b60..000000000 --- a/uppsrc/ScatterDraw/src.tpp/EvalExpr_en-us.tpp +++ /dev/null @@ -1,56 +0,0 @@ -topic "3.2 EvalExpr"; -[i448;a25;kKO9; $$1,0#37138531426314131252341829483380:structitem] -[l288;2 $$2,0#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[H6;0 $$4,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:codeitem] -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 EvalExpr]]}}&] -[s3; &] -[s1;:EvalExpr`:`:class:%- [@(0.0.255) class]_[* EvalExpr]&] -[s2; &] -[s0;%- [2 It implements a simple expression evaluator including variable -handling.]&] -[s3;%- &] -[ {{10000F(128)G(128)@1 [s0; [* Constructor Detail]]}}&] -[s0;%- &] -[s5;:EvalExpr`:`:EvalExpr`(`):%- [* EvalExpr]()&] -[s2; EvalExpr constructor.&] -[s3;%- &] -[s3;%- &] -[ {{10000F(128)G(128)@1 [s0; [*2 Public Member List]]}}&] -[s0;%- &] -[s5;:EvalExpr`:`:Eval`(String`):%- [@(0.0.255) double]_[* Eval]([_^String^ String]_[*@3 line]) -&] -[s2; Evals [%-*@3 line] expression using declared constants and variables -with previously assigned values returning numerical result.&] -[s2; Eval() can be called as many times as needed.&] -[s2; For example:&] -[s2;l448; EvalExpr expr;&] -[s2;l448; double res1 `= expr.Eval(`"x `= 2`");-|-|// Returns 2&] -[s2;l448; double res2 `= expr.Eval(`"23 `+ x`^2`");-|// Returns 27&] -[s2;l448; double res3 `= expr.Eval(`"y `= 2 `+ x`");/-|// Returns -4&] -[s3; &] -[s4;%- &] -[s5;:EvalExpr`:`:EvalStr`(String`,int`):%- [_^String^ String]_[* EvalStr]([_^String^ String -]_[*@3 line], [@(0.0.255) int]_[*@3 numDigits]_`=_[@3 3])&] -[s2; Evals [%-*@3 line] expression using declared variables previously -assigned values. It returns an expression including variable -values with [%-*@3 numDigits] number of digits. If [%-*@3 numDigits] -is Null, variables will not be replaced by its numerical value&] -[s3; &] -[s4;%- &] -[s5;:EvalExpr`:`:constants:%- [_^VectorMap^ VectorMap]<[_^String^ String], -[@(0.0.255) double]>_[* constants]&] -[s2; [%-* constants] VectorMap includes all constants. Instead of with -variables, the value of a constant is not shown with EvalStr(). -It will be converted private soon.&] -[s3;%- &] -[s4;%- &] -[s5;:EvalExpr`:`:variables:%- [_^VectorMap^ VectorMap]<[_^String^ String], -[@(0.0.255) double]>_[* variables]&] -[s2; [%-* variables] VectorMap includes all variables.&] -[s3;%- &] -[s3; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/EvalExpr_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/EvalExpr_en-us.tppi deleted file mode 100644 index 1aff7fd7b..000000000 --- a/uppsrc/ScatterDraw/src.tpp/EvalExpr_en-us.tppi +++ /dev/null @@ -1,7 +0,0 @@ -TITLE("3.2 EvalExpr") -COMPRESSED -120,156,173,84,219,110,227,54,16,253,149,193,118,83,216,91,199,225,69,178,100,169,91,4,104,178,109,209,238,5,93,180,47,130,18,209,22,147,16,165,41,67,148,188,9,178,249,247,14,37,89,150,83,167,9,138,250,193,162,134,51,71,51,231,28,50,81,158,23,198,130,249,241,95,191,126,156,199,240,250,53,157,144,111,120,64,121,232,115,234,177,25,254,81,78,153,207,184,71,67,54,247,66,206,67,18,217,170,172,151,149,170,228,42,77,52,11,195,152,97,37,195,74,22,248,140,6,94,232,133,148,7,33,67,0,70,8,35,1,243,169,199,67,230,71,185,180,203,52,33,152,206,49,125,62,227,115,66,9,9,40,37,156,5,132,251,30,165,156,33,4,11,24,37,126,36,77,158,38,63,207,98,87,224,97,1,241,103,132,144,25,162,121,30,65,116,87,230,113,202,9,227,62,157,251,179,104,33,175,149,73,147,253,177,92,119,254,179,115,5,36,90,22,185,108,167,194,10,226,190,247,204,47,58,147,87,162,214,85,154,220,95,62,28,157,127,56,254,227,51,36,112,127,79,221,230, -41,135,196,146,24,146,55,167,35,198,230,99,15,206,55,66,159,223,174,203,52,125,120,248,54,77,44,143,193,61,104,28,109,119,178,40,139,150,90,88,27,29,29,67,114,58,34,83,50,101,190,63,134,38,152,94,38,111,118,32,174,148,181,8,36,118,233,12,126,169,64,173,214,90,174,164,169,44,8,176,205,27,72,76,151,214,170,194,128,196,234,90,84,69,9,202,44,117,157,43,115,13,27,81,42,177,192,188,27,97,114,141,145,105,218,118,135,160,184,216,206,243,110,68,89,56,254,169,249,63,165,219,217,224,199,194,180,126,64,204,51,89,9,165,183,227,145,14,192,250,251,3,246,235,81,54,110,230,28,12,53,26,119,99,109,35,176,220,225,79,135,109,189,176,63,6,159,234,133,86,75,120,47,87,11,89,194,111,202,86,47,105,48,27,125,174,74,228,162,107,113,32,69,94,32,160,236,181,72,71,201,229,69,155,123,1,237,211,237,161,250,72,165,76,135,243,88,72,142,142,251,157,161,44,181,117,66,228,18,101,46,101,222,206,44,26,13,77,222,235,99,225,139,170,110,0, -139,54,170,168,173,190,3,244,132,186,54,210,165,232,26,247,75,89,213,165,113,80,166,94,201,82,45,133,198,152,69,135,78,7,109,140,208,78,194,192,66,226,67,107,172,22,22,86,194,220,65,165,86,8,130,111,70,202,92,230,219,154,119,168,172,188,21,206,74,81,27,210,238,124,237,36,114,131,196,195,157,150,34,247,105,10,217,219,102,127,218,124,57,123,117,235,2,44,123,53,142,143,191,30,127,61,57,129,223,155,158,45,176,195,0,236,49,0,227,144,125,7,183,217,69,7,50,132,8,14,99,240,199,24,119,77,19,45,14,130,156,236,161,120,131,163,233,253,139,67,80,235,222,36,19,101,170,206,41,135,204,0,93,254,51,94,153,236,249,12,33,187,77,20,243,76,93,171,10,47,128,236,237,101,130,17,254,223,124,181,115,210,211,38,154,186,91,164,236,184,64,155,12,208,14,92,25,157,241,26,99,118,77,236,186,117,75,119,230,138,43,200,155,8,98,95,29,72,83,22,62,212,90,79,246,156,174,53,152,162,114,46,45,229,90,139,37,54,184,184,3,204,31,120,187,249, -250,11,228,234,207,83,167,208,159,210,93,39,239,197,250,2,250,101,250,253,63,181,153,28,58,248,63,56,65,123,196,237,53,236,166,26,68,119,184,29,107,238,96,225,72,125,6,82,129,43,41,114,199,78,67,95,63,252,4,170,155,142,89,183,41,250,34,71,148,227,196,222,20,95,76,91,212,25,107,52,110,100,107,105,115,7,187,48,27,89,86,200,217,186,84,27,81,73,176,69,97,246,239,207,167,200,234,251,248,223,200,234,17,247,200,218,69,159,34,171,207,120,124,241,67,154,254,13,237,125,192,26, - diff --git a/uppsrc/ScatterDraw/src.tpp/ExplicitEquation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/ExplicitEquation_en-us.tpp deleted file mode 100644 index 056d39140..000000000 --- a/uppsrc/ScatterDraw/src.tpp/ExplicitEquation_en-us.tpp +++ /dev/null @@ -1,144 +0,0 @@ -topic "2.1 ExplicitEquation"; -[0 $$1,0#96390100711032703541132217272105:end] -[i448;a25;kKO9;2 $$2,0#37138531426314131252341829483380:class] -[H6;0 $$3,0#05600065144404261032431302351956:begin] -[l288;2 $$4,4#27521748481378242620020725143825:desc] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:codeitem] -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 ExplicitEquation]]}}&] -[s1; &] -[s2;:ExplicitEquation`:`:class: [@(0.0.255)3 class][3 _][*3 ExplicitEquation -: ][@(0.0.255)3 public][3 _][*3 DataSource]&] -[s0;2 &] -[s0; [2 ExplicitEquation represents a generic explicit equation type, -that is to say, a function y `= f(x1, x2, ..., a1, a2, ...) where -y is the dependent variable, x1, x2 are the independent variables -and a1, a2, ... are the specific coefficients. For example:]&] -[s0; [2 -|]&] -[s0; [2 -|y `= 3`*x`^2 `+ 2`*x `- 1]&] -[s0;2 &] -[s0; [2 where the numbers 3, 2 and `-1 are the equation coefficients.]&] -[s0;2 &] -[s0; [2 It can support any explicit equation so it is used to handle -trend lines and non linear regression.]&] -[s0;2 &] -[s0; [2 Its normal use is subclassed to equation types like ][^topic`:`/`/ScatterDraw`/src`/LinearEquation`$en`-us^2 L -inearEquation][2 , ][^topic`:`/`/ScatterDraw`/src`/PolynomialEquation`$en`-us^2 Polyn -omialEquation, ][^topic`:`/`/ScatterDraw`/src`/FourierEquation`$en`-us^2 FourierEqu -ation, ][^topic`:`/`/ScatterDraw`/src`/Rational1Equation`$en`-us^2 Rational1Equatio -n][^topic`:`/`/ScatterDraw`/src`/FourierEquation`$en`-us^2 , ][^topic`:`/`/ScatterDraw`/src`/ExponentialEquation`$en`-us^2 E -xponentialEquation][^topic`:`/`/ScatterDraw`/src`/FourierEquation`$en`-us^2 , -][^topic`:`/`/ScatterDraw`/src`/UserEquation`$en`-us^2 UserEquation][^topic`:`/`/ScatterDraw`/src`/FourierEquation`$en`-us^2 . -]&] -[s1; &] -[ {{10000F(128)G(128)@1 [s0; [*2 Public Member List]]}}&] -[s3; &] -[s5;:ExplicitEquation`:`:SetDegree`(int`): [@(0.0.255) virtual] [@(0.0.255) void]_[* SetDeg -ree]([@(0.0.255) int]_[*@3 num])&] -[s4; Sets [*@3 num] as the degree of the equation. In a polynomial -equation it is the exponent of the highest power of the independent -variables.&] -[s4; It is related with the equation number of coefficients as the -higher the degree, the higher the number of coefficients and -thus the complexity of the equation.&] -[s1; &] -[s3; &] -[s5;:ExplicitEquation`:`:Fit`(DataSource`&`,double`&`): [@(0.0.255) FitError]_[* Fit]([_^DataSource^ D -ataSource]_`&[*@3 series], [@(0.0.255) double]_`&[*@3 r2])&] -[s4; Searches for the best combination of coefficients of the equation -that matches [*@3 series] data series. The quality of the matching -is returned in the [^http`:`/`/en`.wikipedia`.org`/wiki`/Coefficient`_of`_determination^ c -oefficient of determination] [*@3 r2].&] -[s4; It uses [^http`:`/`/eigen`.tuxfamily`.org`/index`.php`?title`=Main`_Page^ Eigen] -implementation of [^http`:`/`/en`.wikipedia`.org`/wiki`/Levenberg`%E2`%80`%93Marquardt`_algorithm^ L -evenberg`-Marquardt] algorithm based on [^http`:`/`/www`.mcs`.anl`.gov`/`~more`/^ J -orge Moré] et al. [^http`:`/`/en`.wikipedia`.org`/wiki`/MINPACK^ MINPACK] -original library.&] -[s4; It returns:&] -[s4;i150;O0; ExplicitEquation`::NoError&] -[s4;l448; Function returns succesfully. It is a return value bigger -than zero.&] -[s4;i150;O0; ExplicitEquation`::InadequateDataSource&] -[s4;l448; Only data series sources are supported. Explicit and parametric -functions are not supported.&] -[s4;i150;O0; ExplicitEquation`::SmallDataSource&] -[s4;l448; The number of values of the data set has to be bigger or -equal than the number of coefficients to be obtained.&] -[s4;i150;O0; ExplicitEquation`::ImproperInputParameters&] -[s4;l448; There are problems in the input parameters. For example -repeated data may avoid convergence.&] -[s4;i150;O0; ExplicitEquation`::TooManyFunctionEvaluation&] -[s4;l448; The methods converges to a solution too slowly.&] -[s1; &] -[s3; &] -[s5;:ExplicitEquation`:`:Fit`(DataSource`&`): [@(0.0.255) FitError]_[* Fit]([_^DataSource^ D -ataSource]_`&[*@3 series])&] -[s4; Simplified version of [@(0.0.255) bool]_[* Fit]([_^DataSource^ DataSource]_`&[*@3 series -], [@(0.0.255) double]_`&[*@3 r2]) that do not return [*@3 r2].&] -[s1; &] -[s3;%- &] -[s5;:ExplicitEquation`:`:GuessCoeff`(DataSource`&`):%- [@(0.0.255) virtual] -[@(0.0.255) void]_[* GuessCoeff]([_^DataSource^ DataSource]_`&[*@3 series])_`=_[@3 0]&] -[s4; Guesses a set of initial values for the equation coefficients -that matches [%-*@3 series], based on previous knowledge of equation.&] -[s1; &] -[s3; &] -[s5;:ExplicitEquation`:`:f`(double`): [@(0.0.255) virtual] [@(0.0.255) double]_[* f]([@(0.0.255) d -ouble]_[*@3 x1])&] -[s4; Returns the value of the explicit equation based on the independent -value [*@3 x].&] -[s1; &] -[s3; &] -[s5;:ExplicitEquation`:`:f`(double`,double`): [@(0.0.255) virtual] -[@(0.0.255) double]_[* f]([@(0.0.255) double]_[*@3 x1], [@(0.0.255) double]_[*@3 x2])&] -[s4; Returns the value of the explicit equation based on the independent -values [*@3 x1 ]and [*@3 x2].&] -[s1; &] -[s3; &] -[s5;:ExplicitEquation`:`:f`(Vector``): [@(0.0.255) virtual] -[@(0.0.255) double]_[* f]([_^Vector^ Vector]_<[@(0.0.255) double]>_[*@3 x])&] -[s4; Returns the value of the explicit equation based on the independent -value set [*@3 xn].&] -[s1; &] -[s3; &] -[s5;:ExplicitEquation`:`:GetName`(`): [@(0.0.255) virtual] [_^String^ String]_[* GetName]() -&] -[s4; Returns the equation name as `"Linear`", `"Polynomial`" or `"Fourier`".&] -[s1; &] -[s3; &] -[s5;:ExplicitEquation`:`:GetFullName`(`): [@(0.0.255) virtual] [_^String^ String]_[* GetFul -lName]()&] -[s4; Returns the equation name as `"Linear`", `"Polynomial n `= 2`" -or `"Fourier n `= 3`". n represents the degree of the equation.&] -[s1; &] -[s3; &] -[s5;:ExplicitEquation`:`:GetEquation`(`): [@(0.0.255) virtual] [_^String^ String]_[* GetEqu -ation]()&] -[s4; Returns the equation in plain text, as y `= `-34 `+ 12`*x `- -3`*x`^2&] -[s1; &] -[s3;%- &] -[s5;:ExplicitEquation`:`:SetNumDigits`(int`):%- [@(0.0.255) void]_[* SetNumDigits]([@(0.0.255) i -nt]_[*@3 n])&] -[s4; Sets with [%-*@3 n] the equation coefficients number of digits -when returned by [_^String^ String]_[* GetEquation]().&] -[s1; &] -[s3;%- &] -[s5;:ExplicitEquation`:`:GetNumDigits`(`):%- [@(0.0.255) int]_[* GetNumDigits]()&] -[s4; Returns the equation coefficients number of digits when returned -by [_^String^ String]_[* GetEquation]().&] -[s1;%- &] -[s3;%- &] -[s5;:ExplicitEquation`:`:SetMaxFitFunctionEvaluations`(int`):%- [@(0.0.255) void]_[* SetM -axFitFunctionEvaluations]([@(0.0.255) int]_[*@3 n])&] -[s4; Sets with [%-*@3 n] the maximum number of equation evaluations -done by [* Fit]() searching for the best coefficients values.&] -[s1; &] -[s3;%- &] -[s5;:ExplicitEquation`:`:GetMaxFitFunctionEvaluations`(`):%- [@(0.0.255) int]_[* GetMaxFi -tFunctionEvaluations]()&] -[s4; Returns the maximum number of equation evaluations done by [* Fit]() -searching for the best coefficients values.&] -[s1;%- &] -[s3; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/ExplicitEquation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/ExplicitEquation_en-us.tppi deleted file mode 100644 index a183147ba..000000000 --- a/uppsrc/ScatterDraw/src.tpp/ExplicitEquation_en-us.tppi +++ /dev/null @@ -1,11 +0,0 @@ -TITLE("2.1 ExplicitEquation") -COMPRESSED -120,156,189,88,235,114,219,54,22,126,21,140,27,103,236,172,76,243,34,217,178,220,116,179,83,219,169,183,181,147,169,211,253,163,161,4,136,130,36,76,72,128,11,130,182,212,108,246,125,246,57,246,197,246,0,32,41,82,162,175,109,54,63,34,147,56,215,239,28,156,11,135,46,122,245,202,235,184,223,157,28,5,39,174,231,186,199,158,231,6,254,177,27,244,186,158,23,248,190,119,236,31,251,158,219,27,80,62,13,135,172,219,237,159,18,191,119,250,249,231,15,39,167,62,240,250,192,27,28,123,65,191,23,120,93,255,8,254,243,2,207,239,249,65,215,235,251,39,221,126,16,244,221,65,20,147,44,11,135,63,29,157,106,117,1,176,184,189,35,215,117,143,122,94,183,219,117,129,79,43,237,6,94,224,250,65,207,59,233,29,13,38,116,206,120,56,140,253,126,223,232,233,118,186,223,249,199,61,176,167,219,239,246,189,224,184,239,3,155,239,186,190,123,236,131,152,160,239,247,6,83,154,69,109,70,246,30,53,242,24,140,20,83,202,20,77,194,33,112,184,218,198,71,254,13,206, -232,140,228,177,10,135,95,198,95,119,207,175,15,126,187,65,67,244,229,139,167,15,223,5,104,152,185,167,104,248,230,221,158,239,159,236,119,209,249,50,141,89,196,212,249,63,115,162,152,224,97,248,245,235,235,112,152,121,167,72,255,248,167,131,77,10,60,192,22,186,1,26,190,219,115,29,215,241,123,189,253,0,21,112,6,104,28,14,223,4,91,130,209,0,133,13,250,52,159,0,193,154,225,140,40,114,35,114,25,209,80,107,118,1,35,251,139,134,254,182,52,73,83,73,51,202,85,134,8,154,83,78,37,139,16,45,168,16,45,201,212,42,165,29,164,22,68,33,150,33,37,80,70,86,29,224,152,229,60,50,4,43,132,223,162,217,222,210,235,160,165,223,65,142,227,192,49,60,16,251,176,143,238,22,84,82,32,211,236,11,138,166,52,133,156,3,189,232,150,72,70,38,49,136,183,204,136,0,157,38,97,124,155,8,172,228,211,186,224,138,58,75,105,196,102,96,124,36,232,12,126,153,246,201,65,23,66,130,59,36,73,99,58,8,215,56,28,252,171,241,96,172,15,240,155,37, -30,249,8,255,5,249,240,39,194,7,200,107,129,208,58,162,85,242,60,153,80,153,161,160,131,124,99,23,62,240,42,123,42,232,26,246,180,200,187,84,40,34,28,101,121,154,10,169,64,206,170,5,255,76,32,102,160,207,51,58,213,248,47,64,95,12,154,36,0,132,98,198,11,100,56,208,234,39,34,33,178,115,136,108,6,220,237,90,51,32,150,9,137,181,72,45,57,203,39,38,245,172,252,70,228,51,144,249,153,66,222,141,148,72,89,4,153,123,136,15,111,34,162,20,149,103,146,220,225,195,76,70,248,240,23,163,184,202,239,87,148,227,131,60,3,68,155,7,33,168,239,60,42,236,163,136,87,92,36,140,196,45,2,183,15,31,23,120,1,119,130,209,54,243,54,78,30,23,245,171,161,35,177,215,34,108,235,236,229,118,61,110,8,92,103,193,33,177,218,81,106,57,253,150,198,252,150,181,50,214,95,191,92,189,205,97,91,77,203,42,124,177,231,249,253,253,247,230,255,119,94,89,145,33,59,76,69,68,87,84,95,79,72,190,76,149,213,56,176,213,184,215,94,141,111,168, -58,211,151,134,226,61,198,21,222,111,20,102,116,203,164,202,73,28,54,95,10,54,13,199,195,55,168,226,13,247,234,231,32,71,31,67,191,128,98,17,238,107,229,221,83,77,156,161,234,45,34,101,73,212,252,72,204,26,245,195,65,151,28,10,109,90,101,252,250,106,218,138,96,136,139,72,151,204,11,54,95,208,76,1,215,29,32,80,188,108,173,167,78,97,210,165,145,37,105,76,20,20,128,59,166,22,205,42,102,107,157,22,85,175,103,165,233,70,159,172,121,209,217,124,125,31,63,212,44,181,200,173,148,72,232,50,189,100,106,181,5,66,173,149,62,28,195,11,166,240,222,186,5,226,215,184,51,21,144,15,250,175,141,128,2,233,185,148,66,154,248,193,3,68,110,60,90,179,142,234,157,116,140,95,155,120,65,46,51,154,133,157,134,32,171,160,162,145,126,45,208,68,70,16,9,52,19,22,134,137,142,10,248,57,97,220,226,186,9,200,134,227,182,229,38,68,25,41,117,19,208,20,172,43,30,28,244,9,120,128,37,174,97,103,152,24,159,219,184,170,92,114,8,44,227,230, -108,56,90,40,149,218,91,8,87,204,185,99,159,89,74,167,140,96,71,200,57,62,212,207,248,240,199,181,97,120,44,102,120,60,165,112,93,147,194,244,81,221,112,173,180,113,26,162,18,139,90,134,65,167,201,154,186,217,92,171,87,249,114,70,18,22,175,10,245,58,83,151,216,73,23,41,254,171,98,10,130,247,246,138,48,142,199,31,201,28,226,114,174,185,66,196,116,182,36,160,188,66,242,105,110,253,66,111,41,135,100,156,227,221,115,31,239,246,93,188,123,18,92,17,9,248,201,41,120,74,226,185,144,112,1,146,17,90,147,30,84,4,112,95,75,2,52,33,186,93,130,242,186,230,187,187,59,236,36,81,134,29,194,99,236,204,197,45,188,253,119,34,36,197,135,35,244,119,176,132,162,43,33,255,251,159,16,81,232,247,177,243,68,187,175,46,175,63,254,237,199,159,71,168,248,35,68,96,5,204,209,80,18,98,54,145,68,174,106,80,219,136,103,3,251,134,121,61,247,244,3,148,199,237,43,51,184,22,230,22,88,194,88,79,215,232,162,156,234,10,41,48,27,68,17,205, -102,121,28,175,156,162,84,144,226,16,74,73,156,67,98,179,249,220,92,117,24,101,126,167,82,56,143,43,190,228,100,106,242,156,174,47,90,221,138,15,60,94,213,179,28,134,32,77,146,153,17,171,24,151,232,212,169,68,155,98,146,18,73,18,170,244,20,91,206,166,150,129,11,85,99,122,220,186,27,24,141,226,118,195,62,53,234,153,241,191,186,184,133,189,10,6,52,51,39,79,42,104,244,32,170,175,168,197,232,129,154,104,185,196,68,65,202,63,201,212,203,36,149,34,165,242,146,167,185,250,104,1,128,185,116,195,100,192,64,227,0,164,80,172,146,172,44,5,76,51,149,176,1,87,99,100,214,235,1,53,29,193,248,149,144,21,34,186,229,129,193,252,22,174,5,229,17,125,130,129,159,132,184,130,185,182,76,171,115,13,153,57,219,68,21,76,88,136,105,86,137,55,96,0,158,34,206,109,53,20,176,121,196,226,46,94,253,145,142,240,231,245,129,170,206,235,90,4,219,7,0,5,118,103,101,57,170,41,153,8,17,127,139,70,99,27,196,84,152,252,46,110,100,163,242,86, -24,237,30,60,132,210,123,200,225,204,20,252,45,176,128,241,233,115,208,90,206,115,96,28,227,183,227,33,60,187,97,1,168,17,163,175,186,185,75,128,37,227,76,207,177,229,109,43,251,105,235,150,181,209,52,119,15,26,128,86,53,27,22,223,91,38,96,246,248,204,33,163,232,116,110,102,175,231,143,28,128,88,49,98,60,101,98,44,99,8,88,205,154,179,226,250,4,204,93,122,85,114,253,90,20,97,237,175,45,182,229,144,176,181,38,86,190,109,207,123,154,207,74,14,95,226,90,231,155,184,216,158,222,246,212,255,243,1,40,38,168,165,135,66,221,43,74,61,207,194,227,31,52,82,66,226,239,11,60,126,120,9,34,227,145,149,50,66,246,55,28,127,223,66,253,67,1,196,55,72,4,125,169,172,112,254,12,239,223,83,117,13,93,2,239,221,239,243,120,116,3,189,151,207,71,200,254,218,154,96,249,194,189,54,71,214,27,6,144,232,125,2,239,216,207,5,120,167,3,127,175,55,125,188,163,91,40,222,41,118,68,188,243,44,195,47,96,118,121,169,241,37,239,31,116,0, -113,253,149,201,223,240,195,190,13,192,29,212,248,26,247,192,70,248,28,191,171,199,23,248,93,109,237,15,251,13,131,68,26,19,61,78,208,165,234,104,4,204,231,52,124,16,116,245,183,52,175,252,152,86,124,95,123,70,83,130,61,249,58,79,206,96,200,85,89,185,147,111,118,163,218,2,94,209,222,187,131,55,55,112,179,229,22,237,1,246,137,251,251,201,122,80,155,26,249,250,27,32,95,47,85,147,213,147,48,124,86,59,110,120,190,237,118,225,19,122,223,240,250,193,48,125,59,143,10,87,158,16,205,43,178,132,249,103,123,14,124,74,116,239,229,125,121,180,19,178,100,73,158,212,208,168,208,162,107,249,80,143,57,53,144,20,211,219,62,212,79,189,215,235,229,122,99,177,175,65,108,59,206,51,131,254,0,64,15,38,193,3,224,180,37,197,255,207,241,42,55,80,24,254,15,196,44,223,79, - diff --git a/uppsrc/ScatterDraw/src.tpp/ExponentialEquation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/ExponentialEquation_en-us.tpp deleted file mode 100644 index a725252aa..000000000 --- a/uppsrc/ScatterDraw/src.tpp/ExponentialEquation_en-us.tpp +++ /dev/null @@ -1,24 +0,0 @@ -topic "2.1.8 ExponentialEquation"; -[i448;a25;kKO9; $$1,0#37138531426314131252341829483380:structitem] -[l288;2 $$2,0#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[i448;a25;kKO9;2 $$4,0#37138531426314131252341829483370:codeitem] -[H6;0 $$5,0#05600065144404261032431302351956:begin] -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 ExponentialEquation]]}}&] -[s3;%- &] -[s1;:ExponentialEquation`:`:class:%- [@(0.0.255) class]_[* ExponentialEquation]_:_[@(0.0.255) p -ublic]_[*@3 ExplicitEquation]&] -[s2; &] -[s0; [2 ExponentialEquation represents an exponential equation as y -`= a`*e`^`-x `+ b]&] -[s0; &] -[s3; &] -[ {{10000F(128)G(128)@1 [s0; [* Constructor Detail]]}}&] -[s5; &] -[s4;:ExponentialEquation`:`:ExponentialEquation`(double`,double`):%- [* ExponentialEqua -tion]([@(0.0.255) double]_[*@3 a], [@(0.0.255) double]_[*@3 b])&] -[s2; Initializes equation coefficients [%-*@3 a] and [%-*@3 b].&] -[s3; &] -[s0; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/ExponentialEquation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/ExponentialEquation_en-us.tppi deleted file mode 100644 index 763d9a4bc..000000000 --- a/uppsrc/ScatterDraw/src.tpp/ExponentialEquation_en-us.tppi +++ /dev/null @@ -1,5 +0,0 @@ -TITLE("2.1.8 ExponentialEquation") -COMPRESSED -120,156,133,146,237,171,218,48,20,198,255,149,192,174,67,157,202,57,39,73,155,166,12,132,93,247,194,96,251,48,246,41,100,182,214,56,202,186,214,217,10,119,19,255,247,37,86,231,29,120,185,253,144,215,231,60,231,201,143,154,82,8,149,230,36,211,31,31,63,39,41,187,187,195,9,188,224,49,114,37,57,10,138,252,128,28,73,18,23,168,40,17,138,115,5,186,237,118,251,162,43,59,247,211,154,138,148,74,201,87,146,175,164,88,18,198,66,9,133,60,86,228,13,8,128,32,38,137,130,43,146,122,237,218,194,26,240,114,238,229,73,196,19,64,128,24,17,56,197,192,165,64,228,228,45,40,38,4,169,93,189,182,230,255,140,161,149,120,54,100,12,186,104,214,174,143,248,62,74,67,71,233,171,64,70,0,16,249,56,66,128,47,13,125,5,71,14,196,37,38,50,210,43,247,189,172,173,241,114,8,242,103,62,125,239,54,249,190,234,172,57,44,143,131,197,167,233,215,47,204,176,195,1,195,229,156,51,211,66,202,204,120,62,36,74,70,130,45,30,182,77,237,234,174,204,171, -197,175,125,222,149,77,109,237,241,248,210,154,150,167,131,41,11,11,76,245,13,89,166,51,93,84,121,219,106,47,51,243,33,204,96,70,82,142,216,233,208,46,205,248,166,249,82,47,31,139,183,251,85,85,22,65,237,179,121,189,223,148,221,63,113,232,78,233,41,68,72,77,183,28,217,206,109,119,174,245,135,45,203,107,230,174,10,230,46,146,188,101,191,89,246,154,229,217,216,101,223,178,233,3,203,94,177,149,61,251,246,143,13,211,133,211,219,33,146,26,189,59,141,115,188,48,99,111,154,186,255,207,154,29,187,119,93,94,86,23,86,178,119,17,79,146,186,117,60,92,55,254,245,46,155,156,231,209,137,228,109,108,195,199,208,122,253,25,90,110,39,236,201,203,149,29,157,25,126,168,203,96,88,254,113,237,149,75,209,184,205,198,19,63,193,51,131,105,239,231,49,174,47,187,149,157,93,241,4,12,214,254,5,218,63,14,177, - diff --git a/uppsrc/ScatterDraw/src.tpp/FourierEquation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/FourierEquation_en-us.tpp deleted file mode 100644 index 0614dbad5..000000000 --- a/uppsrc/ScatterDraw/src.tpp/FourierEquation_en-us.tpp +++ /dev/null @@ -1,31 +0,0 @@ -topic "2.1.3 FourierEquation"; -[0 $$1,0#96390100711032703541132217272105:end] -[i448;a25;kKO9;2 $$2,0#37138531426314131252341829483380:class] -[H6;0 $$3,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$4,0#37138531426314131252341829483370:codeitem] -[l288;2 $$5,5#27521748481378242620020725143825:desc] -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 FourierEquation]]}}&] -[s1; &] -[s2;:FourierEquation`:`:class:%- [@(0.0.255)3 class][3 _][*3 FourierEquation -: ][@(0.0.255)3 public][3 _][*3 ExplicitEquation]&] -[s0;2 &] -[s0; [2 FourierEquation represents a nth degree ][^http`:`/`/en`.wikipedia`.org`/wiki`/Fourier`_series^2 F -ourier series][2 like]&] -[s0;2 &] -[s0; [2 -|][2 -@@image:1381&209 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-]&] -[s0;2 &] -[s1; &] -[ {{10000F(128)G(128)@1 [s0; [*2 Public Member List]]}}&] -[s3;%- &] -[s4;:ExplicitEquation`:`:SetDegree`(int`):%- [@(0.0.255) virtual] [@(0.0.255) void]_[* SetD -egree]([@(0.0.255) int]_[*@3 num])&] -[s5; Sets [%-*@3 num] as the number of sin() cos() sets of the Fourier -series.&] -[s5; A Fourier series of degree [%-*@3 num] has 2`*[%-*@3 num] `+ 2 coefficients.&] -[s1; &] -[s0; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/FourierEquation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/FourierEquation_en-us.tppi deleted file mode 100644 index e169fc7dd..000000000 --- a/uppsrc/ScatterDraw/src.tpp/FourierEquation_en-us.tppi +++ /dev/null @@ -1,26 +0,0 @@ -TITLE("2.1.3 FourierEquation") -COMPRESSED 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-97,118,143,166,204,96,102,47,247,101,242,95,35,231,222,23,138,233,50,222,163,60,57,138,248,40,204,34,87,240,170,145,184,119,228,154,92,130,6,84,181,116,68,237,113,124,77,133,74,185,120,164,2,192,1,243,198,93,6,192,13,205,109,222,249,168,14,114,112,30,13,122,234,239,140,45,224,4,84,117,149,26,144,162,198,65,224,189,31,46,124,121,191,110,26,180,175,92,81,213,147,233,135,14,125,243,188,222,195,115,140,221,94,217,220,63,81,58,159,109,144,96,6,207,17,55,6,215,118,252,13,241,81,247,76,150,233,125,140,178,23,78,6,103,180,143,29,202,44,157,151,235,61,142,156,1,74,122,237,96,10,71,174,251,200,158,19,235,17,210,231,84,41,56,91,76,92,46,62,97,80,36,119,9,70,229,134,124,202,221,16,94,164,37,180,158,156,153,165,154,116,128,20,4,112,197,56,96,42,83,3,5,120,102,23,88,92,101,156,4,244,88,3,181,201,245,115,45,141,152,86,115,10,81,0,180,168,222,252,150,73,161,96,39,142,167,134,250,68,136,2,63,82,183,22,122, -212,68,165,230,202,13,231,57,243,169,5,36,193,92,60,160,141,245,53,81,171,243,28,80,107,233,3,22,190,189,153,48,196,229,157,113,17,182,213,230,170,17,25,0,228,4,14,121,17,105,66,85,130,23,98,194,86,198,197,231,127,193,35,128,132,159,152,75,60,117,174,116,77,37,95,223,215,215,85,17,171,87,138,45,239,1,78,195,0,125,121,44,12,16,34,201,144,77,65,172,70,205,74,89,255,190,194,197,91,105,218,7,16,70,229,14,175,42,81,47,65,41,46,8,245,112,30,217,29,240,47,243,36,222,92,195,119,94,129,218,179,213,234,251,68,95,244,219,133,185,180,44,164,77,234,25,99,109,121,192,69,93,140,110,19,89,37,8,197,193,160,229,111,156,100,213,13,207,142,172,29,145,84,147,177,87,254,92,102,44,181,238,203,103,158,104,217,89,54,252,102,100,30,55,236,102,180,104,234,221,45,111,200,84,125,208,125,190,34,210,203,165,235,115,98,202,220,81,131,28,41,168,64,153,89,106,174,4,28,165,14,11,57,115,123,176,232,168,114,173,164,216,116,161,26,89, -145,31,153,221,138,193,6,63,222,56,117,176,248,5,209,226,171,246,36,10,119,89,194,181,171,178,25,68,90,98,210,205,167,10,114,170,148,44,110,114,203,10,150,35,194,16,147,253,49,212,185,198,132,1,166,233,137,107,245,227,191,180,108,254,214,204,250,71,15,76,254,1,197,152,31,47,191,222,127,65,255,209,15,195,62,156,95,27,82,31,102,209,221,139,215,135,81,207,203,63,154,97,248,207,127,248,211,175,27,17,63,127,249,125,155,234,179,31,230,23,139,248,107,231,233,251,15,117,191,124,255,241,119,173,177,143,119,253,90,214,180,253,246,175,131,67,157,127,251,243,215,63,126,252,115,245,183,31,126,251,29,236,244,249,249,23,252,163,95,187,111,63,126,146,39,127,254,156,60,127,124,253,195,159,254,49,254,145,206,31,75,85,124,190,127,114,61,60,62,230,186,255,225,199,143,108,152,193,125,254,156,13,198,62,103,252,107,111,235,167,191,239,199,253,110,252,115,246,223,187,104,191,165,82,1,50,216,247,63,254,118,232,59,244,129,1,50,197,227,1,196,241,217,131,251,233, -55,125,67,32,210,111,223,254,63,119,156,176,164, - diff --git a/uppsrc/ScatterDraw/src.tpp/LinearEquation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/LinearEquation_en-us.tpp deleted file mode 100644 index 455aaffc8..000000000 --- a/uppsrc/ScatterDraw/src.tpp/LinearEquation_en-us.tpp +++ /dev/null @@ -1,13 +0,0 @@ -topic "2.1.2 LinearEquation"; -[ $$0,0#00000000000000000000000000000000:Default] -[0 $$1,0#96390100711032703541132217272105:end] -[i448;a25;kKO9;2 $$2,0#37138531426314131252341829483380:class] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 LinearEquation]]}}&] -[s1; &] -[s2;:LinearEquation`:`:class:%- [@(0.0.255)3 class][3 _][*3 LinearEquation -: ][@(0.0.255)3 public][3 _][*3 ExplicitEquation]&] -[s0;2 &] -[s0; [2 LinearEquation represents a line like y `= 2`*x `- 1.]&] -[s0; [2 By definition LinearEquation number of coefficients is 2.]&] -[s1; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/LinearEquation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/LinearEquation_en-us.tppi deleted file mode 100644 index 47da68928..000000000 --- a/uppsrc/ScatterDraw/src.tpp/LinearEquation_en-us.tppi +++ /dev/null @@ -1,5 +0,0 @@ -TITLE("2.1.2 LinearEquation") -COMPRESSED -120,156,133,144,75,107,2,49,16,128,255,202,64,181,168,84,153,199,174,251,162,32,165,158,90,218,67,233,41,4,119,213,44,4,183,171,221,7,40,226,127,111,212,82,209,75,115,152,33,204,124,223,76,162,160,211,193,7,188,195,127,78,252,108,242,172,45,26,173,208,17,228,136,104,44,17,18,98,64,132,194,1,138,239,17,9,51,5,28,48,161,31,155,114,169,149,245,188,48,201,216,79,86,47,239,81,194,142,101,199,74,64,18,250,66,30,143,93,32,33,246,89,60,10,57,242,66,145,16,227,69,145,213,181,86,251,217,161,59,125,27,126,126,128,130,253,158,142,139,76,4,84,141,9,168,193,164,199,28,245,61,120,181,165,201,170,233,119,155,53,118,93,106,125,56,220,107,85,83,2,199,196,73,124,93,79,227,244,108,143,187,67,80,147,30,142,112,196,190,223,23,248,157,41,48,211,106,32,55,90,136,65,95,117,111,218,121,97,23,151,246,233,118,227,238,182,249,219,227,56,29,221,139,207,25,20,223,26,43,179,169,76,109,202,166,134,12,10,87,115,97,101,96,7,233,35, -112,58,216,66,58,4,26,233,11,255,180,131,165,201,109,105,79,248,141,173,108,191,230,166,130,117,14,139,181,201,115,183,202,201,108,107,224,179,195,125,136,214,63,168,70,143,77, - diff --git a/uppsrc/ScatterDraw/src.tpp/MultiDimMatrixIndex_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/MultiDimMatrixIndex_en-us.tpp deleted file mode 100644 index 70b4e74c0..000000000 --- a/uppsrc/ScatterDraw/src.tpp/MultiDimMatrixIndex_en-us.tpp +++ /dev/null @@ -1,80 +0,0 @@ -topic "3.3 MultiDimMatrixIndex"; -[H6;0 $$1,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$2,0#37138531426314131252341829483370:codeitem] -[l288;2 $$3,0#27521748481378242620020725143825:desc] -[0 $$4,0#96390100711032703541132217272105:end] -[i448;a25;kKO9; $$5,0#37138531426314131252341829483380:structitem] -[ $$0,0#00000000000000000000000000000000:Default] -[{_} -[ {{10000@3 [s0;%% [*@(229)4 MultiDimMatrixIndex]]}}&] -[s4; &] -[s5;:Upp`:`:MultiDimMatrixIndex`:`:class: [@(0.0.255) class]_[* MultiDimMatrixIndex]&] -[s3;%% &] -[s0;%% [2 A class to access multidimensional matrices stored in simple -vector containers.]&] -[s0;2%% &] -[s4;%% &] -[ {{10000F(128)G(128)@1 [s0;%% [* Constructor Detail]]}}&] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:MultiDimMatrixIndex`(int`): [* MultiDimMatrixIndex]( -[@(0.0.255) int]_[*@3 numAxis])&] -[s3;%% Sets the number of dimensions with [%-*@3 numAxis].&] -[s4; &] -[ {{10000F(128)G(128)@1 [s0;%% [*2 Public Member List]]}}&] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:SetNumAxis`(int`): [@(0.0.255) void]_[* SetNumAxis]([@(0.0.255) i -nt]_[*@3 numAxis])&] -[s3;%% Sets the number of dimensions with [%-*@3 numAxis].&] -[s4;%% &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:SetAxisDim`(int`,int`): [@(0.0.255) void]_[* SetAxisDi -m]([@(0.0.255) int]_[*@3 axis], [@(0.0.255) int]_[*@3 dim])&] -[s3;%% Sets the size [%-*@3 dim ]of the dimension [%-*@3 axis].&] -[s4;%% &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:SetAxis1D`(int`): [@(0.0.255) void]_[* SetAxis1D]([@(0.0.255) i -nt]_[*@3 dimX])&] -[s3;%% Sets the size [%-*@3 dimX] of unidimensional vector.&] -[s4;%% &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:SetAxis2D`(int`,int`): [@(0.0.255) void]_[* SetAxis2D]( -[@(0.0.255) int]_[*@3 dimX], [@(0.0.255) int]_[*@3 dimY])&] -[s3;%% Sets with [%-*@3 dimX] and [%-*@3 dimY] the sizes of a bidimensional -vector.&] -[s4;%% &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:GetAxisDim`(`): [_^Upp`:`:Vector^ Upp`::Vector]<[@(0.0.255) i -nt]>_`&[* GetAxisDim]()&] -[s3;%% Gets the array of dimensions including the size of each.&] -[s4; &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:GetIndex`(const Upp`:`:Vector``&`)const: [@(0.0.255) i -nt]_[* GetIndex]([@(0.0.255) const]_[_^Upp`:`:Vector^ Vector]<[@(0.0.255) int]>_`&[*@3 inde -x])_[@(0.0.255) const]&] -[s3;%% Gets the index in the storage of a multidimensional matrix -of index included in Vector [%-*@3 index.].&] -[s4;%% &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:GetIndex`(T`,Args`.`.`.args`)const: [@(0.0.255) temp -late]_<[@(0.0.255) typename]_[*@4 T], [@(0.0.255) typename...]_[*@4 Args]>_[@(0.0.255) int]_ -[* GetIndex]([*@4 T]_[*@3 t], [*@4 Args][@(0.0.255) ...]_args)_[@(0.0.255) const]&] -[s3; [%% Gets the index in the storage of a multidimensional matrix -of indexes ][*@3 t (t0, t1, ...).]&] -[s4;%% &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:GetIndex`(int`,int`)const: [@(0.0.255) int]_[* GetInde -x]([@(0.0.255) int]_[*@3 x], [@(0.0.255) int]_[*@3 y])_[@(0.0.255) const]&] -[s3;%% Gets the index in the storage of a bidimensional matrix of -index [%-*@3 x] and [%-*@3 y].&] -[s4;%% &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:IsValid`(int`,int`)const: [@(0.0.255) bool]_[* IsValid -]([@(0.0.255) int]_[*@3 x], [@(0.0.255) int]_[*@3 y])_[@(0.0.255) const]&] -[s3;%% Gets if the bidimensional matrix index [%-*@3 x] and [%-*@3 y -]is inside bounds..&] -[s4;%% &] -[s1; &] -[s2;:Upp`:`:MultiDimMatrixIndex`:`:GetNumAxis`(`)const: [@(0.0.255) int]_[* GetNumAxis]() -_[@(0.0.255) const]&] -[s3;%% Gets the number of dimensions.&] -[s4; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/MultiDimMatrixIndex_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/MultiDimMatrixIndex_en-us.tppi deleted file mode 100644 index 6098768c6..000000000 --- a/uppsrc/ScatterDraw/src.tpp/MultiDimMatrixIndex_en-us.tppi +++ /dev/null @@ -1,7 +0,0 @@ -TITLE("3.3 MultiDimMatrixIndex") -COMPRESSED -120,156,189,86,11,111,219,54,16,254,43,7,180,9,236,194,21,248,144,44,89,46,138,4,51,150,21,91,182,1,107,139,22,2,107,211,18,155,16,147,37,195,148,59,103,65,254,251,72,81,242,43,178,149,71,187,4,176,101,222,125,199,251,190,59,158,24,253,210,31,34,120,249,18,247,208,11,228,245,17,66,125,15,187,174,139,92,210,199,136,18,151,98,138,8,245,240,192,235,135,83,113,37,51,22,73,215,13,134,156,120,195,191,127,253,99,48,36,26,77,52,154,250,152,6,30,197,26,168,63,48,197,196,35,212,197,1,25,184,1,165,62,10,227,60,17,178,16,51,22,165,36,8,74,28,213,56,226,123,4,251,110,224,6,152,250,1,209,112,130,16,65,62,209,121,208,128,120,97,34,84,204,34,147,164,171,221,7,125,58,64,24,33,31,155,244,124,68,61,23,99,74,116,8,226,19,140,188,80,100,201,126,138,26,234,181,102,24,160,80,21,139,101,92,216,28,53,6,25,77,90,254,194,145,248,202,151,105,193,162,219,241,29,68,112,123,139,205,242,25,133,72,161,225,201,9, -68,175,206,58,132,12,186,46,92,106,55,57,146,179,75,94,44,228,234,93,150,136,21,99,119,119,167,44,82,238,16,204,151,55,12,63,204,231,147,112,18,54,248,154,229,56,229,74,133,16,157,117,144,131,28,226,121,93,40,151,216,56,122,213,24,223,68,165,38,13,243,96,243,33,112,110,65,80,228,192,227,88,232,167,153,129,38,114,38,50,37,243,140,167,48,51,49,180,9,84,145,47,68,2,50,3,37,103,243,84,192,55,17,235,37,136,243,172,224,50,19,11,229,48,27,155,84,187,184,213,118,181,20,63,119,48,9,186,23,229,231,25,222,200,2,63,229,153,21,92,135,27,9,29,45,173,229,192,86,14,210,38,71,211,114,71,102,197,164,27,194,1,65,58,219,218,105,87,163,156,46,86,182,156,157,175,164,98,221,181,96,127,137,66,43,116,45,140,105,42,22,144,127,133,181,64,10,254,145,197,53,68,39,175,183,177,206,166,146,109,220,9,252,185,156,166,50,134,75,81,6,255,77,170,226,177,228,117,130,191,219,157,55,156,183,184,125,203,101,82,182,197,198,239,127,32, -95,245,192,35,56,24,180,54,88,14,189,22,34,149,243,33,34,220,100,210,131,102,163,38,208,196,80,201,127,69,77,70,187,0,211,92,205,250,154,111,109,228,207,166,137,71,173,149,178,110,135,248,233,156,62,61,128,195,39,102,10,182,204,118,78,180,61,183,207,202,159,140,30,94,37,114,156,196,145,34,125,222,103,184,221,110,150,29,207,146,173,133,207,108,45,130,50,196,57,76,191,27,243,139,173,6,45,41,143,191,84,128,143,101,212,47,80,254,172,126,177,55,251,172,222,142,39,167,90,148,139,173,214,221,176,187,168,235,199,23,11,126,179,119,200,100,22,167,203,68,102,87,155,10,107,7,193,227,235,173,57,243,24,30,213,120,140,205,212,133,29,18,147,55,166,160,111,39,167,147,110,105,13,155,138,3,117,136,221,186,150,0,109,191,167,203,113,69,116,229,100,25,172,59,190,31,237,190,64,165,175,121,9,149,90,232,184,252,74,216,82,55,191,185,86,198,88,131,140,142,246,21,102,115,170,91,167,180,59,79,60,210,27,65,223,79,122,231,139,43,53,113,204,63,55,79, -77,42,234,59,197,60,229,133,96,227,29,69,138,155,185,200,248,76,148,237,239,194,251,189,131,81,155,29,199,169,60,204,86,90,195,150,2,217,88,246,72,21,38,230,26,186,13,44,163,154,140,15,23,65,107,245,93,202,160,79,38,179,217,64,167,64,61,40,112,207,108,223,181,151,135,103,168,191,153,71,143,110,221,205,212,89,29,156,71,55,207,110,208,233,209,238,172,90,113,181,51,211,110,158,216,147,239,212,71,158,202,164,69,148,105,158,167,165,42,149,251,143,17,69,218,183,104,35,251,99,212,129,73,51,251,148,76,52,56,95,102,137,114,158,124,64,215,215,163,182,230,88,223,143,30,86,236,166,75,81,61,148,25,251,15,214,131,24,92, - diff --git a/uppsrc/ScatterDraw/src.tpp/PolynomialEquation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/PolynomialEquation_en-us.tpp deleted file mode 100644 index b05560949..000000000 --- a/uppsrc/ScatterDraw/src.tpp/PolynomialEquation_en-us.tpp +++ /dev/null @@ -1,26 +0,0 @@ -topic "2.1.1 PolynomialEquation"; -[0 $$1,0#96390100711032703541132217272105:end] -[i448;a25;kKO9;2 $$2,0#37138531426314131252341829483380:class] -[H6;0 $$3,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$4,0#37138531426314131252341829483370:codeitem] -[l288;2 $$5,5#27521748481378242620020725143825:desc] -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 PolynomialEquation]]}}&] -[s1; &] -[s2;:PolynomialEquation`:`:class:%- [@(0.0.255)3 class][3 _][*3 PolynomialEquation -: ][@(0.0.255)3 public][3 _][*3 ExplicitEquation]&] -[s0;2 &] -[s0; [2 PolynomialEquation represents a nth degree polynomial like -y `= 3`*x`^2 `+ 2`*x `- 1]&] -[s0;2 &] -[s1; &] -[ {{10000F(128)G(128)@1 [s0; [*2 Public Member List]]}}&] -[s3;%- &] -[s4;:ExplicitEquation`:`:SetDegree`(int`):%- [@(0.0.255) virtual] [@(0.0.255) void]_[* SetD -egree]([@(0.0.255) int]_[*@3 num])&] -[s5; Sets [%-*@3 num] as the exponent of the highest power of the independent -variables.&] -[s5; A polynomial of degree [%-*@3 num] has [%-*@3 num] `+ 1 coefficients.&] -[s1; &] -[s0; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/PolynomialEquation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/PolynomialEquation_en-us.tppi deleted file mode 100644 index 28e5e8d55..000000000 --- a/uppsrc/ScatterDraw/src.tpp/PolynomialEquation_en-us.tppi +++ /dev/null @@ -1,6 +0,0 @@ -TITLE("2.1.1 PolynomialEquation") -COMPRESSED -120,156,133,147,219,142,218,48,16,134,95,101,164,93,42,160,11,178,199,54,9,137,42,81,105,105,43,245,40,173,122,101,185,36,128,1,107,67,66,73,216,178,66,188,123,199,156,10,91,164,205,133,227,195,252,243,207,124,78,52,131,219,91,126,199,110,186,29,209,101,156,177,128,115,38,48,96,66,73,206,5,34,15,48,64,206,84,100,243,177,209,78,202,48,78,81,197,143,159,191,119,99,36,45,146,86,4,92,132,74,112,137,29,26,184,224,168,80,72,30,98,87,134,66,132,44,26,101,105,89,26,253,169,19,123,59,65,18,166,58,140,177,142,226,82,74,70,58,111,42,5,23,12,133,226,93,213,137,134,118,234,242,107,134,242,85,195,128,12,139,177,117,149,157,27,157,97,24,238,116,234,78,221,96,160,168,33,25,202,144,139,32,68,146,35,99,200,2,164,58,68,136,42,26,219,114,100,52,69,51,95,227,43,79,116,111,39,233,42,171,140,222,12,182,181,254,183,214,207,7,208,176,217,112,127,216,19,160,75,22,131,110,246,234,136,221,134,132,31,69,246,156,23,115,151,102, -253,223,171,180,114,69,110,204,118,251,198,232,146,199,224,95,24,71,255,199,36,81,178,199,23,213,90,160,123,117,214,102,109,84,170,33,224,0,85,192,192,232,166,184,146,30,34,48,23,138,197,106,152,185,209,63,73,127,189,160,181,171,78,245,248,42,24,209,218,191,65,227,181,172,75,187,88,218,210,230,85,9,41,228,213,12,198,118,186,180,22,22,167,80,200,220,163,133,103,72,222,129,72,154,235,228,23,66,242,22,144,166,144,180,128,95,216,236,123,63,82,251,80,231,24,54,62,238,198,30,63,18,164,50,118,149,195,87,59,31,218,37,124,113,101,117,100,39,98,226,226,39,50,142,94,246,227,217,61,216,234,126,87,95,82,119,121,149,52,94,96,132,39,183,172,86,105,102,46,55,11,55,54,3,221,132,147,218,212,207,207,41,147,63,166,59,206,87,115,211,240,246,42,246,193,37,232,90,235,184,15,105,9,213,204,130,93,47,138,156,120,65,49,217,173,103,110,58,179,101,69,192,254,80,51,135,77,151,143,237,130,254,49,31,247,148,46,93,58,204,108,217,62,100,126,127, -14,151,4,7,226,231,94,179,244,210,155,128,115,24,21,118,50,33,34,254,178,218,103,95,26,81,53,230,47,74,125,37,84, - diff --git a/uppsrc/ScatterDraw/src.tpp/Rational1Equation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/Rational1Equation_en-us.tpp deleted file mode 100644 index f67397836..000000000 --- a/uppsrc/ScatterDraw/src.tpp/Rational1Equation_en-us.tpp +++ /dev/null @@ -1,24 +0,0 @@ -topic "2.1.7 Rational1Equation"; -[i448;a25;kKO9; $$1,0#37138531426314131252341829483380:structitem] -[l288;2 $$2,0#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[i448;a25;kKO9;2 $$4,0#37138531426314131252341829483370:codeitem] -[H6;0 $$5,0#05600065144404261032431302351956:begin] -[ $$0,0#00000000000000000000000000000000:Default] -[{_} -[ {{10000@3 [s0;%% [*@(229)4 Rational1Equation]]}}&] -[s3; &] -[s1;:Rational1Equation`:`:class: [@(0.0.255) class]_[* Rational1Equation]_:_[@(0.0.255) publ -ic]_[*@3 ExplicitEquation]&] -[s2;%% &] -[s0; [2 Rational1Equation represents a rational equation as y `= a/(x -`+ b) `+ c .]&] -[s0;2 &] -[s3; &] -[ {{10000F(128)G(128)@1 [s0;%% [* Constructor Detail]]}}&] -[s0; &] -[s4;:SinEquation`:`:SinEquation`(double`,double`,double`,double`): [* Rational1Equation -]([@(0.0.255) double]_[*@3 a], [@(0.0.255) double]_[*@3 b], [@(0.0.255) double]_[*@3 c])&] -[s2;%% Initializes equation coefficients [%-*@3 a], [%-*@3 b] and [%-*@3 c].&] -[s3;%% &] -[s3;%% ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/Rational1Equation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/Rational1Equation_en-us.tppi deleted file mode 100644 index 8d1d054da..000000000 --- a/uppsrc/ScatterDraw/src.tpp/Rational1Equation_en-us.tppi +++ /dev/null @@ -1,5 +0,0 @@ -TITLE("2.1.7 Rational1Equation") -COMPRESSED -120,156,133,146,219,142,211,48,16,134,95,101,36,182,40,89,74,25,143,237,196,113,132,84,137,93,14,226,2,9,46,45,171,117,83,23,69,132,164,52,169,180,80,237,187,227,52,61,161,221,101,115,49,30,123,254,57,248,115,76,41,132,202,29,201,252,199,231,47,89,14,87,87,108,140,47,120,202,184,146,156,9,74,130,97,156,145,36,46,152,162,76,40,206,21,234,182,219,108,139,174,236,252,79,107,42,82,42,167,144,73,33,147,82,73,44,21,74,40,198,83,69,161,0,33,18,166,36,153,224,138,164,94,250,182,176,6,131,156,7,121,150,240,12,25,98,202,24,114,74,145,75,193,24,167,80,130,82,98,40,181,175,151,214,252,59,99,223,74,60,59,100,138,186,104,150,126,24,241,99,146,247,29,101,200,66,153,32,98,18,198,17,2,67,106,223,87,112,198,145,184,100,153,76,244,194,127,47,107,107,130,28,123,249,51,159,190,241,43,183,173,58,107,118,179,123,48,176,219,177,254,120,202,193,180,152,143,70,96,174,167,17,81,22,11,248,234,186,178,169,93,197,110,127,109,247, -174,181,247,247,47,173,105,121,14,253,194,114,253,64,50,215,115,93,84,174,109,53,152,105,132,19,156,144,148,49,236,143,236,204,92,63,82,116,166,103,151,210,245,118,81,149,69,175,13,51,221,222,173,195,166,236,78,226,190,47,245,99,246,14,230,96,232,97,69,216,248,245,198,183,190,238,90,112,176,57,132,193,31,195,174,133,223,48,127,11,238,77,116,7,243,87,176,136,123,91,192,196,14,69,9,206,151,60,242,121,31,49,82,241,135,189,157,178,51,43,120,215,212,195,191,213,108,224,198,119,174,172,142,148,112,160,36,114,253,173,172,47,249,92,110,163,101,19,238,235,231,227,39,214,88,195,163,208,162,75,100,131,246,128,204,217,49,60,25,92,252,47,88,216,248,132,247,83,93,118,165,171,202,63,190,61,131,43,26,191,90,133,231,216,147,53,163,215,167,118,131,187,176,224,234,229,113,87,216,201,128,241,240,88,123,199,218,191,155,156,16,30, - diff --git a/uppsrc/ScatterDraw/src.tpp/RealExponentEquation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/RealExponentEquation_en-us.tpp deleted file mode 100644 index 0674d3ae6..000000000 --- a/uppsrc/ScatterDraw/src.tpp/RealExponentEquation_en-us.tpp +++ /dev/null @@ -1,28 +0,0 @@ -topic "2.1.6 RealExponentEquation"; -[i448;a25;kKO9;2 $$1,0#37138531426314131252341829483380:class] -[l288;2 $$2,2#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[H6;0 $$4,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:item] -[l288;a4;*@5;1 $$6,6#70004532496200323422659154056402:requirement] -[l288;i1121;b17;O9;~~~.1408;2 $$7,0#10431211400427159095818037425705:param] -[i448;b42;O9;2 $$8,8#61672508125594000341940100500538:tparam] -[b42;2 $$9,9#13035079074754324216151401829390:normal] -[2 $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 RealExponentEquation]]}}&] -[s3;%- &] -[s1;:Upp`:`:RealExponentEquation`:`:class:%- [@(0.0.255) class]_[* RealExponentEquation]_ -:_[@(0.0.255) public]_[*@3 ExplicitEquation]&] -[s2; &] -[s0; RealExponentialEquation represents an algebraic equation with -real exponent as y `= a`*x`^b&] -[s0; &] -[s3; &] -[ {{10000F(128)G(128)@1 [s0; [* Constructor Detail]]}}&] -[s4; &] -[s5;:Upp`:`:RealExponentEquation`:`:RealExponentEquation`(double`,double`):%- [* RealEx -ponentEquation]([@(0.0.255) double]_[*@3 a], [@(0.0.255) double]_[*@3 b])&] -[s2; Initializes equation coefficients [%-*@3 a] and [%-*@3 b].&] -[s3; &] -[s0; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/RealExponentEquation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/RealExponentEquation_en-us.tppi deleted file mode 100644 index 728788064..000000000 --- a/uppsrc/ScatterDraw/src.tpp/RealExponentEquation_en-us.tppi +++ /dev/null @@ -1,6 +0,0 @@ -TITLE("2.1.6 RealExponentEquation") -COMPRESSED -120,156,133,146,125,107,219,48,16,198,191,138,32,237,72,66,26,238,78,146,37,219,12,2,107,247,194,96,131,141,254,101,188,68,78,212,206,204,113,82,219,97,221,74,251,217,119,74,28,90,88,75,141,177,108,249,121,238,238,249,217,89,169,148,77,29,233,244,215,231,175,113,74,226,228,4,39,48,144,6,165,213,18,21,69,124,65,137,164,73,42,180,20,43,43,165,133,100,89,185,182,205,179,138,172,221,155,104,66,3,50,154,208,40,171,44,74,99,137,189,4,64,96,72,163,146,150,116,178,242,237,50,207,128,229,146,123,196,145,140,1,1,12,34,72,50,32,181,66,148,196,37,200,16,130,78,124,189,202,179,143,81,26,12,138,13,160,35,0,136,184,154,82,192,213,131,77,73,148,64,82,99,172,163,164,240,215,101,157,103,255,71,210,175,70,50,144,148,157,95,247,137,156,74,199,51,157,34,91,163,73,52,48,220,86,105,110,22,135,68,146,109,68,145,142,81,43,30,73,1,37,141,191,217,149,141,95,251,186,235,43,148,136,132,105,129,38,229,17,30,30,30,166,168,224,64, -202,240,44,8,60,55,33,239,113,14,131,58,134,88,91,180,32,141,34,109,56,250,214,53,110,221,39,41,20,165,125,14,59,177,131,8,35,38,10,150,231,215,49,23,0,14,193,43,131,212,124,74,155,116,189,57,248,130,41,158,196,3,134,36,53,152,24,140,50,90,113,18,194,8,25,36,132,252,252,25,146,122,211,172,93,149,103,193,0,129,245,43,71,114,238,175,220,174,226,184,119,243,251,211,139,47,103,151,223,69,38,238,238,48,188,156,73,145,181,144,138,108,60,27,18,197,35,37,190,121,87,93,220,110,55,53,19,186,184,217,185,174,220,212,121,126,127,255,38,207,90,153,158,158,137,112,131,105,114,185,221,46,146,69,242,156,60,236,239,255,186,132,229,217,108,8,83,152,50,130,145,56,252,138,243,108,252,124,151,121,50,127,170,222,238,138,170,92,6,57,79,201,98,126,40,31,197,97,12,74,247,211,240,252,79,235,149,124,219,171,68,227,183,141,111,121,179,21,174,22,174,186,246,69,227,202,165,240,71,193,239,178,251,201,42,87,9,223,219,133,107,197,31,177,120,43, -220,98,124,187,248,81,244,29,14,249,195,114,100,247,126,136,100,71,31,246,215,25,30,57,138,119,155,186,237,154,221,178,219,52,226,220,119,174,172,142,248,212,161,138,126,21,222,179,251,195,213,134,129,248,197,164,95,71,123,186,47,160,28,62,5,121,48,244,32,93,62,17,47,190,44,242,81,207,245,83,93,6,144,229,95,223,62,194,90,110,252,213,21,127,133,61,207,236,244,236,80,143,201,174,142,79,69,62,125,4,21,128,228,249,63,2,244,83,145, - diff --git a/uppsrc/ScatterDraw/src.tpp/ScatterDraw_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/ScatterDraw_en-us.tpp deleted file mode 100644 index b516e8158..000000000 --- a/uppsrc/ScatterDraw/src.tpp/ScatterDraw_en-us.tpp +++ /dev/null @@ -1,1257 +0,0 @@ -topic "1 ScatterDraw"; -[0 $$1,0#96390100711032703541132217272105:end] -[i448;a25;kKO9;2 $$2,0#37138531426314131252341829483380:class] -[l288;2 $$3,0#27521748481378242620020725143825:desc] -[b42;2 $$4,4#13035079074754324216151401829390:normal] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:item] -[H6;0 $$6,0#05600065144404261032431302351956:begin] -[l288;i1121;b17;O9;~~~.1408;2 $$7,0#10431211400427159095818037425705:param] -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 ScatterDraw]]}}&] -[s1; &] -[s2;:ScatterDraw`:`:class:%- [@(0.0.255)3 class][3 _][*3 ScatterDraw]&] -[s0; &] -[ {{4916:5084f0;g0;^ [s0; [2 -@@image:1845&1099 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) 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) -]]}}&] -[s0; &] -[s0; [2 Versatile 2D scatter graph control. It does not require GUI -so it works in command line programs.]&] -[s0;2 &] -[s0; [2 In case of GUI it can be used ][^topic`:`/`/ScatterCtrl`/src`/ScatterCtrl`$en`-us`#ScatterCtrl`:`:class^2 S -catterCtrl][2 that is based on ScatterDraw.]&] -[s1; &] -[s0; [2 ScatterDraw data is included in ][^topic`:`/`/ScatterDraw`/src`/DataSource`$en`-us^2 D -ataSource][2 .]&] -[s0;2 &] -[s0; [2 In ][^topic`:`/`/ScatterDraw`/srcdoc`/Overview`$en`-us^2 ScatterCtrl`_demo][2 -there is an overview of control possibilities.]&] -[s0;2 &] -[s0; [2 Special characteristics are explained apart:]&] -[s0;i150;O0; [^topic`:`/`/ScatterDraw`/srcdoc`/Overview`_en`-us^2 Overview]&] -[s0;i150;O0; [^topic`:`/`/ScatterDraw`/srcdoc`/LegendTable`_en`-us^2 LegendTable]&] -[s0;i150;O0; [^topic`:`/`/ScatterDraw`/srcdoc`/Units`_en`-us^2 Units]&] -[s0;i150;O0; [^topic`:`/`/ScatterDraw`/srcdoc`/Responsiveness`_en`-us^2 Responsiveness]&] -[s0;i150;O0; [^topic`:`/`/ScatterDraw`/srcdoc`/2DSurfaces`_en`-us^2 2D -surfaces]&] -[s0; &] -[s1;%- &] -[ {{10000F(128)G(128)@1 [s0; [*2 Constructor Detail]]}}&] -[s6;%- &] -[s5;:ScatterDraw`:`:ScatterDraw`(`):%- [* ScatterDraw]()&] -[s3; Initializes the class.&] -[s1;%- &] -[s0;%- &] -[ {{10000F(128)G(128)@1 [s0; [*2 Public Member List]]}}&] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatX:%- [_^Callback3^ Callback3]_[* cbModifFormatX]&] -[s3; If set this callback will give the String to be painted in the -pop window and table data to refer X axis data.&] -[s3; The input values are the X axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatXGridUnits:%- [_^Upp`:`:Callback3^ Callback3]_[* cbModifFormatXGridUnits]&] -[s3; If set this callback will give the String to be painted beside -every X axis grid line.&] -[s3; The input values are the X axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatDeltaX:%- [_^Callback3^ Callback3]_[* cbModifFormatDeltaX]&] -[s3; If set this callback will give the String to be painted in the -pop window representing the delta between two X axis points.&] -[s3; The input values are the X axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatY:%- [_^Callback3^ Callback3]_[* cbModifFormatY]&] -[s3; If set this callback will give the String to be painted in the -pop window and table data to refer Y axis data.&] -[s3; The input values are the Y axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatYGridUnits:%- [_^Upp`:`:Callback3^ Callback3]_[* cbModifFormatYGridUnits]&] -[s3; If set this callback will give the String to be painted beside -every Y axis grid line.&] -[s3; The input values are the Y axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatDeltaY:%- [_^Callback3^ Callback3]_[* cbModifFormatDeltaY]&] -[s3; If set this callback will give the String to be painted in the -pop window representing the delta between two Y axis points. -The input values are the Y axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatY2:%- [_^Callback3^ Callback3]_[* cbModifFormatY2]&] -[s3; If set this callback will give the String to be painted in the -pop window and table data to refer secondary Y axis data.&] -[s3; The input values are the Y axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatY2GridUnits:%- [_^Upp`:`:Callback3^ Callback3]_[* cbModifFormatY2GridUnits]&] -[s3; If set this callback will give the String to be painted beside -every secondary Y axis grid line.&] -[s3; The input values are the secondary Y axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:cbModifFormatDeltaY2:%- [_^Callback3^ Callback3]_[* cbModifFormatDeltaY2]&] -[s3; If set this callback will give the String to be painted in the -pop window representing the secondary delta between two Y axis -points. The input values are the Y axis value index and value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetGridLinesX:%- [_^Upp`:`:Callback1^ Callback1]<[_^Upp`:`:Vector^ Ve -ctor]<[@(0.0.255) double]>`&>_[* SetGridLinesX]&] -[s3; If set this callback will return the locations to set the X -axis grid lines, and these values will be used instead of the -set by SetMinUnits.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetGridLinesY:%- [_^Upp`:`:Callback1^ Callback1]<[_^Upp`:`:Vector^ Ve -ctor]<[@(0.0.255) double]>`&>_[* SetGridLinesY]&] -[s3; If set this callback will return the locations to set the Y -axis grid lines, and these values will be used instead of the -set by SetMinUnits.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:WhenZoomScroll:%- [_^Callback^ Callback]_[* WhenZoomScroll]&] -[s3; Callback called when the user does a zoom or a scroll.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:WhenSetRange:%- [_^Callback^ Callback]_[* WhenSetRange]&] -[s3; Callback called when some of the control ranges is changed.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:WhenSetXYMin:%- [_^Callback^ Callback]_[* WhenSetXYMin]&] -[s3; Callback called when scatter plot origin is changed.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:WhenPainter:%- [_^Upp`:`:Callback1^ Callback1] -_[* WhenPainter]&] -[s3; Callback called before control Paint with Painter to draw additional -graphics.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:WhenDraw:%- [_^Upp`:`:Callback1^ Callback1]_[* Whe -nDraw]&] -[s3; Callback called before control Paint with Draw to draw additional -graphics&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:WhenZoomToFit:%- [_^Upp`:`:Callback^ Callback]_[* WhenZoomToFit]&] -[s3; Callback called after ZoomToFit() function.&] -[s1;%- &] -[s6;%- &] -[s5;:Upp`:`:ScatterDraw`:`:WhenRemoveSeries:%- [_^Upp`:`:Function^ Function]_<[@(0.0.255) b -ool]([@(0.0.255) int])>_[* WhenRemoveSeries]&] -[s3; Callback called just before a data series is removed. The argument -is the data series to remove. If returns false, the series is -not removed.&] -[s1;%- &] -[s6;%- &] -[s5;:Upp`:`:ScatterDraw`:`:WhenSwapSeries:%- [_^Upp`:`:Function^ Function]_<[@(0.0.255) b -ool]([@(0.0.255) int], [@(0.0.255) int])>_[* WhenSwapSeries]&] -[s3; Callback called just before two data series are swapped. The -arguments are the data series to be swapped. If returns false, -the series are not swapped.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetSize`(const Upp`:`:Size`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetSize]([_^Size^ Size]_[*@3 sz])&] -[s3; Sets the control size with [%-*@3 sz]. Functions like GetImage() -will return a bitmap of [%-*@3 sz] size.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetSize`(`)const:%- [@(0.0.255) virtual] [_^Size^ Size]_[* GetSize]()_[@(0.0.255) c -onst]&] -[s3; Returns the control size. Functions like GetImage() will return -a bitmap of [%-*@3 sz] size.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:Responsive`(bool`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* Responsive]([@(0.0.255) bool]_[*@3 responsive]_`=_[@(0.0.255) true], -[@(0.0.255) double]_[*@3 factor]_`=_[@3 1])&] -[s3; If [%-*@3 responsive] is true, ScatterDraw size will not affect -significatively to control look.&] -[s3; Normal [%-*@3 factor] is 1. If higher, fonts, margins and lines -scale will be higher with control scale..&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:IsResponsive`(`):%- [@(0.0.255) bool]_[* IsResponsive]()&] -[s3; Returns true if responsiveness is set.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetResponsivenessFactor`(`):%- [@(0.0.255) double]_[* GetResponsivene -ssFactor]()&] -[s3; Returns responsiveness factor.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetPlotScaleX`(`):%- [@(0.0.255) double]_[* GetPlotScaleX]()&] -[s3; Returns responsiveness scale in X axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetPlotScaleY`(`):%- [@(0.0.255) double]_[* GetPlotScaleY]()&] -[s3; Returns responsiveness scale in Y axis&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetPlotScaleAvg`(`):%- [@(0.0.255) double]_[* GetPlotScaleAvg]()&] -[s3; Returns average responsiveness scale&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetColor]([@(0.0.255) const]_[_^Color^ Color][@(0.0.255) `&]_[*@3 color])&] -[s3; Sets [%-*@3 color] .as graph background color.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetTitle`(const Upp`:`:String`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetTitle]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 title])&] -[s3; Sets [%-*@3 title] as graph title.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetTitle`(`):%- [@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[* G -etTitle]()&] -[s3; Returns graph title.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetTitleFont`(const Upp`:`:Font`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetTitleFont]([@(0.0.255) const]_[_^Font^ Font][@(0.0.255) `&]_[*@3 fontTitle])&] -[s3; Sets [%-*@3 fontTitle] as title font.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetTitleColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ ScatterDra -w][@(0.0.255) `&]_[* SetTitleColor]([@(0.0.255) const]_[_^Color^ Color][@(0.0.255) `&]_[*@3 c -olorTitle])&] -[s3; Sets [%-*@3 colorTitle] as title text color.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetTitleColor`(`):%- [_^Upp`:`:Color^ Upp`::Color][@(0.0.255) `&]_[* Get -TitleColor]()&] -[s3; Returns the title color.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetTitleFont`(`):%- [_^Font^ Font][@(0.0.255) `&]_[* GetTitleFont]()&] -[s3; Returns the title font.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLabels`(const Upp`:`:String`&`,const Upp`:`:String`&`,const Upp`:`:String`&`):%- [@(0.0.255) v -oid]_[* SetLabels]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 xLabel], -[@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 yLabel], [@(0.0.255) const]_[_^String^ S -tring][@(0.0.255) `&]_[*@3 yLabel2]_`=_`"`")&] -[s3; Sets the labels of the horizontal axis ([%-*@3 xLabel]), vertical -axis ([%-*@3 yLabel]) and secondary vertical axis ([%-*@3 yLabel2]).&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLabelX`(const Upp`:`:String`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetLabelX]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 xLabel])&] -[s3; Sets [%-*@3 xLabel] as the label of the horizontal axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLabelX`(`):%- [@(0.0.255) const]_[_^String^ String]_`&[* GetLabelX]( -)&] -[s3; Returns the label of the horizontal axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLabelY`(const Upp`:`:String`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetLabelY]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 yLabel])&] -[s3; Sets [%-*@3 yLabel] as the label of the vertical axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLabelY`(`):%- [@(0.0.255) const]_[_^String^ String]_`&[* GetLabelY]( -)&] -[s3; Returns the label of the vertical axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLabelY2`(const Upp`:`:String`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetLabelY2]([@(0.0.255) const]_[_^String^ String][@(0.0.255) `&]_[*@3 yLabel])&] -[s3; Sets [%-*@3 yLabel] as the label of the secondary vertical axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLabelY2`(`):%- [@(0.0.255) const]_[_^String^ String]_`&[* GetLabelY2 -]()&] -[s3; Returns the label of the secondary vertical axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLabelsFont`(const Upp`:`:Font`&`):%- [_^ScatterDraw^ ScatterDraw -][@(0.0.255) `&]_[* SetLabelsFont]([@(0.0.255) const]_[_^Font^ Font][@(0.0.255) `&]_[*@3 font -Labels])&] -[s3; Sets [%-*@3 fontLabels] as the labels font.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLabelsFont`(`):%- [_^Font^ Font]_[* GetLabelsFont]()&] -[s3; Returns labels font.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLabelsColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ ScatterDr -aw][@(0.0.255) `&]_[* SetLabelsColor]([@(0.0.255) const]_[_^Color^ Color][@(0.0.255) `&]_[*@3 c -olorLabels])&] -[s3; Sets [%-*@3 colorLabels] as the color of the labels.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLabelsColor`(`):%- [_^Upp`:`:Color^ Upp`::Color]_[* GetLabelsColor]( -)&] -[s3; Returns labels color.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetPlotAreaMargin`(int`,int`,int`,int`):%- [_^ScatterDraw^ ScatterD -raw][@(0.0.255) `&]_[* SetPlotAreaMargin]([@(0.0.255) int]_[*@3 hLeft], -[@(0.0.255) int]_[*@3 hRight], [@(0.0.255) int]_[*@3 vTop], [@(0.0.255) int]_[*@3 vBottom])&] -[s3; Sets the left([%-*@3 hLeft]), right ([%-*@3 hRight]), top([%-*@3 vTop]) -and bottom ([%-*@3 vBottom]) margins of the scatter plots inside -ScatterDraw control.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetPlotAreaLeftMargin`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetPlotAreaLeftMargin]([@(0.0.255) int]_[*@3 margin])&] -[s3; Sets the left [%-*@3 margin] of scatter plot inside ScatterDraw -control.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetPlotAreaLeftMargin`(`):%- [@(0.0.255) int]_[* GetPlotAreaLeftMargi -n]()&] -[s3; Returns the plot area left margin.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetPlotAreaRightMargin`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetPlotAreaRightMargin]([@(0.0.255) int]_[*@3 margin])&] -[s3; Sets the right [%-*@3 margin] of scatter plot inside ScatterDraw -control.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetPlotAreaRightMargin`(`):%- [@(0.0.255) int]_[* GetPlotAreaRightMar -gin]()&] -[s3; Returns the plot area right margin.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetPlotAreaTopMargin`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetPlotAreaTopMargin]([@(0.0.255) int]_[*@3 margin])&] -[s3; Sets the top [%-*@3 margin] of scatter plot inside ScatterDraw -control.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetPlotAreaTopMargin`(`):%- [@(0.0.255) int]_[* GetPlotAreaTopMargin]( -)&] -[s3; Returns the plot area top margin.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetPlotAreaBottomMargin`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetPlotAreaBottomMargin]([@(0.0.255) int]_[*@3 margin])&] -[s3; Sets the bottom [%-*@3 margin] of scatter plot inside ScatterDraw -control.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetPlotAreaBottomMargin`(`):%- [@(0.0.255) int]_[* GetPlotAreaBottomM -argin]()&] -[s3; Returns the plot area bottom margin.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetPlotAreaColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ Scatter -Draw][@(0.0.255) `&]_[* SetPlotAreaColor]([@(0.0.255) const]_[_^Color^ Color][@(0.0.255) `& -]_[*@3 p`_a`_color])&] -[s3; Sets [%-*@3 p`_a`_color] as the plot area background color.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetPlotAreaColor`(`):%- [_^Color^ Color][@(0.0.255) `&]_[* GetPlotAreaC -olor]()&] -[s3; Returns the plot area background color.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetAxisColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ ScatterDraw -][@(0.0.255) `&]_[* SetAxisColor]([@(0.0.255) const]_[_^Color^ Color][@(0.0.255) `&]_[*@3 axi -s`_color])&] -[s3; Sets [%-*@3 axis`_color] as the color of the axis.&] -[s0; -| -@@image:756&406 -(A3kAQQAAAAAAAAAAAHic7ZlBboMwEEW75Q5d9hDcgkNwHI6B2OcwXKNrLyqU2pmSjiFBxOAZO/5vRVCQopevF0u5XgEAAAAAAAAAAAAAAPnxAQ5TVdUe1T9BNE0T9mCyfH9+hT04TZO1vUe1CaLv+7AH08R6Dn7W2o6q+m2wko94NvFVv8eqD0omYqu2rT7+IXU5xbPBqjc5Hg0OWv2MEyUTWPVDTvds0OoV50aDg1VzIkkm0Oo7UT0brPpGvGhw0GoByUThqxbzbAputUw0OGWuWlgyUWCrVTybwlYtHw1OOa1WlEwUsmp1z6bIVmuRyKovrftDub3se2fdjWGfRpU0Wm391W1b73KdLUms2pnuxrHzXLuX83zZtVv1/C53+48Mhp5Cq8m0L9cxv/bu/6tefDXJo79qJnLpmsJcezd91Tm5Vm+1p3flmn4vuU8ekHtBMsiH/qpZbh9k95aWjsv1VW/cSw/lVq+ObrwKs0GvFI+05lFt3VVvTXR51FidQOgsTqQvOoFWl4N2qwsihXN1IWDVYqDVYmDVYqDVYmDVYqDVYmDVYqDVYmDVYqDVYmDVYqDVYryk2k7UqqOh4vrV62EY0GoZ0Gox0GoxsGox9qv+BRdBfHA=) -&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetAxisWidth`(double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_ -[* SetAxisWidth]([@(0.0.255) int]_[*@3 axis`_width])&] -[s3; Sets [%-*@3 axis`_width] as the width of the axis in pixels.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetGridColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ ScatterDraw -][@(0.0.255) `&]_[* SetGridColor]([@(0.0.255) const]_[_^Color^ Color][@(0.0.255) `&]_[*@3 gri -d`_color])&] -[s3; Sets [%-*@3 grid`_color] as the color of the grid.&] -[s0; -| -@@image:737&400 -(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) -&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetGridColor`(`):%- [_^Upp`:`:Color^ Color]_`&[* GetGridColor]()&] -[s3; Returns grid color.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetGridWidth`(double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_ -[* SetGridWidth]([@(0.0.255) double]_[*@3 grid`_width])&] -[s3; Sets [%-*@3 grid`_width] as the width of the grid.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetGridWidth`(`):%- [@(0.0.255) double]_[* GetGridWidth]()&] -[s3; Returns the grid width.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetGridDash`(const char`*`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetGridDash]([@(0.0.255) const]_[@(0.0.255) char]_`*[*@3 dash])&] -[s3; Sets [%-*@3 dash] as the grid dash style.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetGridDash`(`):%- [@(0.0.255) const]_[@(0.0.255) char]_`*[* GetGridDas -h]()&] -[s3; Gets grid dash style.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetGridWidth`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* S -etGridWidth]([@(0.0.255) int]_[*@3 grid`_width])&] -[s3; Sets [%-*@3 grid`_width] as the width of the grid in pixels.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:ShowVGrid`(bool`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* Sho -wVGrid]([@(0.0.255) bool]_[*@3 show])&] -[s3; If [%-*@3 show] is true the vertical grid is shown&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:ShowHGrid`(bool`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* Sho -wHGrid]([@(0.0.255) bool]_[*@3 show])&] -[s3; If [%-*@3 show] is true the horizontal grid is shown&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:ShowLegend`(bool`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* Sh -owLegend]([@(0.0.255) bool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true graphs name, color and style will be shown.&] -[s3; [^topic`:`/`/ScatterDraw`/srcdoc`/LegendTable`$en`-us^ Here ]there -are described legend details.&] -[s0; -| -@@image:1375&500 -(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) -&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetShowLegend`(`):%- [@(0.0.255) bool]_[* GetShowLegend]()&] -[s3; Returns true if legend is shown.&] -[s3; [^topic`:`/`/ScatterDraw`/srcdoc`/LegendTable`$en`-us^ Here ]there -are described legend details.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLegendPos`(const Upp`:`:Point`&`):%- [_^ScatterDraw^ ScatterDraw -][@(0.0.255) `&]_[* SetLegendPos]([@(0.0.255) const]_[_^Point^ Point]_`&[*@3 pos])&] -[s3; Sets the coordinates ([%-*@3 pos]) of the legend table corner -relative to the plot corner.&] -[s3; [^topic`:`/`/ScatterDraw`/srcdoc`/LegendTable`$en`-us^ Here ]there -are described legend details.&] -[s0; -| -@@image:1331&693 -(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) -&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLegendPosX`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* S -etLegendPosX]([@(0.0.255) int]_[*@3 x])&] -[s3; Sets the [%-*@3 x] coordinate.of the legend table corner relative -to the plot corner.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLegendPosY`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* S -etLegendPosY]([@(0.0.255) int]_[*@3 y])&] -[s3; Sets the [%-*@3 y] coordinate.of the legend table corner relative -to the plot corner.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLegendPos`(`):%- [_^Point^ Point][@(0.0.255) `&]_[* GetLegendPos]()&] -[s3; Returns the pos of the legend corner relative to the plot corner.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLegendFont`(const Upp`:`:Font`&`):%- [_^ScatterDraw^ ScatterDraw -][@(0.0.255) `&]_[* SetLegendFont]([@(0.0.255) const]_[_^Upp`:`:Font^ Font]_`&[*@3 fnt])&] -[s3; Sets [%-*@3 fnt] as the legend font.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLegendFont`(`):%- [_^Upp`:`:Font^ Font]_`&[* GetLegendFont]()&] -[s3; Gets legend font.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLegendNumCols`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetLegendNumCols]([@(0.0.255) int]_[*@3 num])&] -[s3; Sets the number [%-*@3 num] of legend columns.&] -[s3;i150;O0; 3 columns&] -[s3; -|-| -@@image:1875&468 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-&] -[s3;i150;O0; 2 columns&] -[s3; -|-| -@@image:1318&543 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-&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLegendNumCols`(`):%- [@(0.0.255) int]_[* GetLegendNumCols]()&] -[s3; Returns the number of legend columns.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLegendRowSpacing`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetLegendRowSpacing]([@(0.0.255) int]_[*@3 num])&] -[s3; Sets the height ([%-*@3 num]) between legend rows.&] -[s3;i150;O0; num `= 0&] -[s3; -|-| -@@image:775&612 -(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) -&] -[s3;i150;O0; num `= 5&] -[s3; -|-| -@@image:731&737 -(A3UAdgAAAAAAAAAAAHic7ZxNkqsgFEazrizIdbwlZA/Zg+Me9zyjTPKmPe96Q56g4g1wMT9+SJHvlNVlDGpxgKteSRtDCCGEEPIoB7Ipgd5/ZDuoFwr1QqFeKNQLhXqhUC8U6oVCvVCoFwr1QqFeKNQLhXqhUC8U6oVCvVCoFwr1QsnoLfxOqmZAeg1x73apFwf1QqFeKPvqPRz+DgugWrWwl95RrFw2rlg/nGJa+tXCV3M8mNP1lVPk92pTr9PVz+undb9PczqaQ2e6mvT67hS7nRfzwpJg6FdH82xnfIF69N472VJv0vBQ8ePpfpPr0jJcDGW6bvq4iIqK2Y7qPnbRKKhH7wOGN3NrhBbvZFHRT+ZlE/hvw2K9DQIaVem9Py/40jbiuqI1LPqkXZwxKWdaj4u5LeFAMPd76TR/Y3Y9LZaCwa3pja+E9iDVB4dy9EuthxARh4KRhN5k0HYMhuPtH6rXVVzGAYsc+FpwiIsp98/+emcX/S6lVb2VQL1QqBcK9UKhXijUC4V6oeyi98/hoC3Iuu5As3r7Lnqu0LEPvc9mMKPMWoo29U6JhnkdkE43/WlqDtuOagsW1Ts/Rub0bpKRHKqsJbm2J5e7L6dXCNlYb8Jw6jXYmPZawoXT0h3nzMKsKCy2FgSSuZ7yek3B3iu19F74cRnO1rxsAv9tVGz4Gycig7N8Wuz1jF2xl33Sv9eRg3pej4uNW7S0Y5fKAgsa12tc6nCyFFyANL2p69SYf+yjjVm3plW9/rK+zGCIo3FKb2buwiBTbn/s6tnoU1t/HwcccuBrwSEulr5/Dt7JqeG3Ub21QL1QqBcK9UKhXijUC2V3vYe/LTfEvnrH+WWAatVCDXoxhrvouSKDnyr1wvFz+fod9coJks/VbB2ZDjghMr/XJcObS+uU1BtmEreZ3ptsmtW5dRuSS1kW07vi9g29KcM2UxC9QgimmdukTDfN/5UJmqBYmF4PyCd8d+u92839V2o2aZmdSIGdMy+bwH8bF+v0txTZbE5xvctJlZ9WZHZ5lfEXPCaYMeqcSJN+PS5mt2TfItcSe5eTar9cARieB2+c+9b0JlyN+UflDiGX+d39sQKDv1vwMxjiaJzUmwza7kDmqPTh3GW0Ub1LElzERjnwteAQF0veP4epeY1G9dYC9UKhXijUC4V6oVAvFOqFQr1QmtULn53uz5LbsU29BWanu0O76cHV6H0rp6svMWVmp9sJwCvdvpxekNu04QKz0682Gb/2X3va7L1SC2h2+rS9Jr3lQc1O9+nJz9ZrQLPT+/sRVMEvg0pSYHZ64iAJ2tQLn50uT/SBemuBeqFQLxTqhUK9UKgXCvVC2Vbv+XymXsngwTs5Ox5fr1rvz+Vr4vKzWvj39v31fft95vh2lxl912311hIcbN1nq7+327rf906hUzL2fmFI1Grouk92xqepTC/IrWLYhoZQ8DKcRy22DS6Xb/dRtEdYLPwcHS3XkG32XlH/2YkQ+HNxa7IJ/LdRsWFDtpO606glGr8x85WXV6JJuowg83pczG3JRppcJGpcr4+RiVCp6U10xdG60kc/T+/Pba6vv+WKo3FKbzJozwdKbld3cLSpV9z1Ln1ODnwtOMTF0vfPolA2cDSqtxaoFwr1QqFeKDi9ZAShl7wP9UKhXijUCyXW+x9Wo5TE) -&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLegendRowSpacing`(`):%- [@(0.0.255) int]_[* GetLegendRowSpacing]() -&] -[s3; Returns the height between legend rows.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:LEGEND`_TOP:%- [@(0.0.255) enum]_LEGEND`_POS_[* LEGEND`_TOP]&] -[s3; -@@image:1800&325 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-&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLegendAnchor`(`):%- [@(0.0.255) LEGEND`_POS]_[* GetLegendAnchor]() -&] -[s3; Returns the legend table position.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLegendFillColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ Scatt -erDraw][@(0.0.255) `&]_[* SetLegendFillColor]([@(0.0.255) const]_[_^Color^ Color]_`&[*@3 co -lor])&] -[s3; Sets with [%-*@3 color] the legend background color.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetLegendBorderColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ Sca -tterDraw][@(0.0.255) `&]_[* SetLegendBorderColor]([@(0.0.255) const]_[_^Color^ Color]_`&[*@3 c -olor])&] -[s3; Sets with [%-*@3 color] the legend border color.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLegendFillColor`(`):%- [_^Color^ Color][@(0.0.255) `&]_[* GetLegendF -illColor]()&] -[s3; Returns the legend background color&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLegendBorderColor`(`):%- [_^Color^ Color][@(0.0.255) `&]_[* GetLegen -dBorderColor]()&] -[s3; Returns the legend border color.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetMode`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* SetMod -e]([@(0.0.255) int]_[*@3 `_mode]_`=_MD`_ANTIALIASED)&] -[s3; Sets the drawing [%-*@3 mode]. Values are:&] -[s0;l288;i150;O0; [2 Drawn with Draw]&] -[s0;l448;i150;O0;%- [2 MD`_DRAW]&] -[s0;l288;i150;O0;%- [2 Drawn with PAINTER]&] -[s0;l448;i150;O0;%- [2 MD`_ANTIALIASED-|`= MODE`_ANTIALIASED,]&] -[s0;l448;i150;O0;%- [2 MD`_NOAA -|`= MODE`_NOAA,]&] -[s0;l448;i150;O0;%- [2 MD`_SUBPIXEL-|`= MODE`_SUBPIXEL]&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetMode`(`):%- [@(0.0.255) int]_[* GetMode]()&] -[s3; Returns the drawing mode as documented in SetMode().&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:ZoomToFit`(bool`,bool`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* ZoomToFit]([@(0.0.255) bool]_[*@3 horizontal], [@(0.0.255) bool]_[*@3 vertical]_`=_[@(0.0.255) f -alse], [@(0.0.255) double]_[*@3 factor]_`=_[@3 0])&] -[s3; Rescales the x axis if [%-*@3 horizontal ]is true and y axis if -[%-*@3 vertical] is true to show all graphs data.on the control. -[%-*@3 factor] indicates the fit factor (0 fills the control) .&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Zoom`(double`,bool`,bool`):%- [@(0.0.255) void]_[* Zoom]([@(0.0.255) do -uble]_[*@3 scale], [@(0.0.255) bool]_[*@3 hor]_`=_[@(0.0.255) true], -[@(0.0.255) bool]_[*@3 ver]_`=_[@(0.0.255) true])&] -[s3; Zooms plots by [%-*@3 scale] factor horizontally if [%-*@3 hor] -is true and vertically if [%-*@3 ver] is true.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Scroll`(double`,double`):%- [@(0.0.255) void]_[* Scroll]([@(0.0.255) do -uble]_[*@3 factorX], [@(0.0.255) double]_[*@3 factorY])&] -[s3; Scrolls plots horizontally by [%-*@3 factorX] and vertically by -factor [%-*@3 factorY].&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:LinkedWith`(ScatterDraw`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* LinkedWith]([_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[*@3 ctrl])&] -[s3; Links zoom and scroll events with [%-*@3 ctrl].&] -[s3; All zoom and scroll in either of both controls will affect the -other control.&] -[s1; &] -[s3; -@@image:1708&1310 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) -&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Unlinked`(`):%- [@(0.0.255) void]_[* Unlinked]()&] -[s3; Unlinks series.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:AddSurf`(Upp`:`:DataSourceSurf`&`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* AddSurf]([_^Upp`:`:DataSourceSurf^ DataSourceSurf]_`&[*@3 surf])&] -[s3; Adds the 2D surface [%-*@3 surf].&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetSurfMinZ`(double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_ -[* SetSurfMinZ]([@(0.0.255) double]_[*@3 val])&] -[s3; Sets [%-*@3 val] as the minimum 2D surface Z value.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetSurfMinZ`(`)const:%- [@(0.0.255) double]_[* GetSurfMinZ]()_[@(0.0.255) c -onst]&] -[s3; Returns the minimum 2D surface Z value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetSurfMaxZ`(double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_ -[* SetSurfMaxZ]([@(0.0.255) double]_[*@3 val])&] -[s3; Sets [%-*@3 val] as the maximum 2D surface Z value.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetSurfMaxZ`(`)const:%- [@(0.0.255) double]_[* GetSurfMaxZ]()_[@(0.0.255) c -onst]&] -[s3; Returns the maximum 2D surface Z value.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:ZoomToFitZ`(`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* ZoomTo -FitZ]()&] -[s3; Calculates the minimum and maximum 2D surface Z values and sets -them as minimum ans maximum values to be plotted.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:ShowRainbowPalette`(bool`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* ShowRainbowPalette]([@(0.0.255) bool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true 2D surface rainbow color palette will -be shown.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetShowRainbowPalette`(`):%- [@(0.0.255) bool]_[* GetShowRainbowPalet -te]()&] -[s3; Returns true if 2D surface rainbow color palette is shown.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetRainbowPalettePos`(const Upp`:`:Point`&`):%- [_^ScatterDraw^ Sca -tterDraw][@(0.0.255) `&]_[* SetRainbowPalettePos]([@(0.0.255) const]_[_^Upp`:`:Point^ Poi -nt]_`&[*@3 p])&] -[s3; Sets [%-*@3 p] as the position of 2D surface rainbow color palette.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetRainbowPalettePos`(`):%- [_^Upp`:`:Point^ Point][@(0.0.255) `&]_[* G -etRainbowPalettePos]()&] -[s3; Returns the 2D surface rainbow color palette position.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetRainbowPaletteSize`(const Upp`:`:Size`&`):%- [_^ScatterDraw^ Sca -tterDraw][@(0.0.255) `&]_[* SetRainbowPaletteSize]([@(0.0.255) const]_[_^Upp`:`:Size^ Siz -e]_`&[*@3 sz])&] -[s3; Sets [%-*@3 sz] as the Size of 2D surface rainbow color palette.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetRainbowPaletteSize`(`):%- [_^Upp`:`:Size^ Size][@(0.0.255) `&]_[* Ge -tRainbowPaletteSize]()&] -[s3; Returns the 2D surface rainbow color palette size.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetZoomStyleX`(ZoomStyle`):%- [_^ScatterDraw^ ScatterDraw]_`&[* SetZo -omStyleX](ZoomStyle_[*@3 style]_`=_TO`_CENTER)&] -[s3; Sets the X zoom [%-*@3 style]. Valid values are:&] -[s3;i150;O0; TO`_CENTER: Zoom is centered to the control center.&] -[s3;i150;O0; FROM`_BASE: Zoom is centered to the X origin.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetZoomStyleY`(ZoomStyle`):%- [_^ScatterDraw^ ScatterDraw]_`&[* SetZo -omStyleY](ZoomStyle_[*@3 style]_`=_TO`_CENTER)&] -[s3; Sets the Y zoom [%-*@3 style]. Valid values are:&] -[s3;i150;O0; TO`_CENTER: Zoom is centered to the control center.&] -[s3;i150;O0; FROM`_BASE: Zoom is centered to the Y origin.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetRange`(double`,double`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetRange]([@(0.0.255) double]_[*@3 rx], [@(0.0.255) double]_[*@3 ry][* -`= Null], [@(0.0.255) double]_[*@3 ry2][* `= Null])&] -[s3; Sets the horizontal ([%-*@3 rx]), vertical ([%-*@3 ry]) and secondary -vertical ([%-*@3 ry2]) axis ranges.&] -[s3; Range is the visible with of the plot in series units (not in -pixels).&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetXRange`(`)const:%- [@(0.0.255) double]_[* GetXRange]()[@(0.0.255) co -nst]&] -[s3; Returns the x axis range.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetYRange`(`)const:%- [@(0.0.255) double]_[* GetYRange]()[@(0.0.255) co -nst]&] -[s3; Returns the y axis range.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetY2Range`(`)const:%- [@(0.0.255) double]_[* GetY2Range]()[@(0.0.255) c -onst]&] -[s3; Returns the secondary y axis range.&] -[s1;%- &] -[s6;%- &] -[s5;:Upp`:`:ScatterDraw`:`:SetMajorUnits`(double`,double`,double`):%- [_^Upp`:`:ScatterDraw^ S -catterDraw]_`&[* SetMajorUnits]([@(0.0.255) double]_[*@3 ux], [@(0.0.255) double]_[*@3 uy], - [@(0.0.255) double]_[*@3 uy2])&] -[s3; Sets the horizontal ([%-*@3 ux]), vertical ([%-*@3 uy]) or secondary -vertical ([%-*@3 uy2]) distance between grid lines.&] -[s1; &] -[s6; &] -[s5;:ScatterDraw`:`:SetMajorUnitsNum`(int`,int`):%- [_^ScatterDraw^ ScatterDraw]_`&[* Set -MajorUnitsNum]([@(0.0.255) int]_[*@3 nx], [@(0.0.255) int]_[*@3 ny])&] -[s3; Sets the horizontal ([%-*@3 nx]) and vertical ([%-*@3 ny]) number -of grid lines.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetMajorUnitsX`(`):%- [@(0.0.255) double]_[* GetMajorUnitsX]()&] -[s3; Returns the distance between grid lines in X axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetMajorUnitsY`(`):%- [@(0.0.255) double]_[* GetMajorUnitsY]()&] -[s3; Returns the distance between grid lines in Y axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetMajorUnitsY2`(`):%- [@(0.0.255) double]_[* GetMajorUnitsY2]()&] -[s3; Returns the distance between grid lines in secondary Y axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetMinUnits`(double`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetMinUnits]([@(0.0.255) double]_[*@3 ux], [@(0.0.255) double]_[*@3 uy])&] -[s3; Sets with [%-*@3 ux] and [%-*@3 uy] the first X and Y axis grid -lines location in real units from the lower left corner. If either -[%-*@3 ux] or [%-*@3 uy] is not visible, it ensures that values obtained -adding or substracting SetMajorUnits() values will be visible.&] -[s3; If [^topic`:`/`/ScatterDraw`/src`/ScatterDraw`_en`-us`#ScatterDraw`:`:SetGridLinesX^ S -etGridLinesX ]or [^topic`:`/`/ScatterDraw`/src`/ScatterDraw`_en`-us`#ScatterDraw`:`:SetGridLinesY^ S -etGridLinesY ]callback is set, the values of X or Y axis respectively -will not be used.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetXMinUnit`(`)const:%- [@(0.0.255) double]_[* GetXMinUnit]_()_[@(0.0.255) c -onst]&] -[s3; Returns the first X axis grid line location.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetYMinUnit`(`)const:%- [@(0.0.255) double]_[* GetYMinUnit]_()_[@(0.0.255) c -onst]&] -[s3; Returns the first Y axis grid line location.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetYMinUnit2`(`)const:%- [@(0.0.255) double]_[* GetYMinUnit2]_()_[@(0.0.255) c -onst]&] -[s3; Returns the first secondary Y axis grid line location`-&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetXYMin`(double`,double`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetXYMin]([@(0.0.255) double]_[*@3 xmin],[@(0.0.255) double]_[*@3 ymin],[@(0.0.255) doub -le]_[*@3 ymin2]_`=_[@3 0])&] -[s3; Sets with [%-*@3 xmin], [%-*@3 ymin] and [%-*@3 ymin2] the X, Y and -secondary Y axis origin.&] -[s1; &] -[s6; &] -[s5;:ScatterDraw`:`:GetXMin`(`)const:%- [@(0.0.255) double]_[* GetXMin]_()_[@(0.0.255) cons -t]&] -[s3; Returns the X axis origin.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetYMin`(`)const:%- [@(0.0.255) double]_[* GetYMin]_()_[@(0.0.255) cons -t]&] -[s3; Returns the Y axis origin.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetYMin2`(`)const:%- [@(0.0.255) double]_[* GetYMin2]_()_[@(0.0.255) co -nst]&] -[s3; Returns the secondary Y axis origin.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetY2Min`(`)const:%- [@(0.0.255) double]_[* GetY2Min]_()_[@(0.0.255) co -nst]&] -[s3; Returns the secondary Y axis origin.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetXMax`(`)const:%- [@(0.0.255) double]_[* GetXMax]()_[@(0.0.255) const -]&] -[s3; Returns the X axis end.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetYMax`(`)const:%- [@(0.0.255) double]_[* GetYMax]()_[@(0.0.255) const -]&] -[s3; Returns the Y axis end.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetY2Max`(`)const:%- [@(0.0.255) double]_[* GetY2Max]()_[@(0.0.255) con -st]&] -[s3; Returns the secondary Y axis end.&] -[s1;%- &] -[s6; &] -[s5;:ScatterDraw`:`:AddSeries`(double`*`,int`,double`,double`):%- [_^ScatterDraw^ Scatt -erDraw]_`&[* AddSeries]([@(0.0.255) double]_`*[*@3 yData], [@(0.0.255) int]_[*@3 numData], -[@(0.0.255) double]_[*@3 x0]_`=_[@3 0], [@(0.0.255) double]_[*@3 deltaX]_`=_[@3 1])&] -[s3; Adds a new series stored in [%-*@3 yData ]C array with [%-*@3 numData] -where the [%-*@3 yData`[0`] ]X value is [%-*@3 x0] and the horizontal -distance between [%-*@3 yData] values is [%-*@3 deltaX].&] -[s3; [%-*@3 yData] has to be stored in a permanent location during -ScatterDraw life to avoid memory problems.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:AddSeries`(double`*`,double`*`,int`):%- [_^ScatterDraw^ ScatterDraw -]_`&[* AddSeries]([@(0.0.255) double]_`*[*@3 xData], [@(0.0.255) double]_`*[*@3 yData], -[@(0.0.255) int]_[*@3 numData])&] -[s3; Adds a new series stored in [%-*@3 xData] and [%-*@3 yData] C arrays -with [%-*@3 numData].&] -[s3; [%-*@3 xData] and [%-*@3 yData] has to be stored in a permanent -location during ScatterDraw life to avoid memory problems.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:AddSeries`(Upp`:`:Vector``&`,Upp`:`:Vector``&`):%- [_^ScatterDraw^ S -catterDraw]_`&[* AddSeries]([_^Vector^ Vector]<[@(0.0.255) double]>_`&[*@3 xData], -[_^Vector^ Vector]<[@(0.0.255) double]>_`&[*@3 yData])&] -[s3; Adds a new series stored in [%-*@3 xData] and [%-*@3 yData] [%-_^Vector^ Vector][%- <][%-@(0.0.255) d -ouble][%- >].&] -[s3; [%-*@3 xData] and [%-*@3 yData] has to be stored in a permanent -location during ScatterDraw life to avoid memory problems.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:AddSeries`(Upp`:`:Array``&`,Upp`:`:Array``&`):%- [_^ScatterDraw^ S -catterDraw]_`&[* AddSeries]([_^Array^ Array]<[@(0.0.255) double]>_`&[*@3 xData], -[_^Array^ Array]<[@(0.0.255) double]>_`&[*@3 yData])&] -[s3; Adds a new series stored in [%-*@3 xData] and [%-*@3 yData] [%-_^Vector^ Array][%- <][%-@(0.0.255) d -ouble][%- >].&] -[s3; [%-*@3 xData] and [%-*@3 yData] has to be stored in a permanent -location during ScatterDraw life to avoid memory problems.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:AddSeries`(Upp`:`:Vector``&`):%- [_^ScatterDraw^ Sc -atterDraw]_`&[* AddSeries]([_^Vector^ Vector]<[_^Pointf^ Pointf]>_`&[*@3 points])&] -[s3; Adds a new series stored in [%-*@3 points] [%-_^Vector^ Vector][%- <][%-_^Pointf^ Pointf -][%- >].&] -[s3; [%-*@3 points] has to be stored in a permanent location during -ScatterDraw life to avoid memory problems.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:AddSeries`(Upp`:`:Array``&`):%- [_^ScatterDraw^ Sca -tterDraw]_`&[* AddSeries]([_^Array^ Array]<[_^Pointf^ Pointf]>_`&[*@3 points])&] -[s3; Adds a new series stored in [%-*@3 points] [%-_^Vector^ Array][%- <][%-_^Pointf^ Pointf][%- > -].&] -[s3; [%-*@3 points] has to be stored in a permanent location during -ScatterDraw life to avoid memory problems.&] -[s1; &] -[s6;%- &] -[s5;:Upp`:`:ScatterDraw`:`:AddSeries`(Upp`:`:Vector``>`&`):%- [_^Upp`:`:ScatterDraw^ S -catterDraw]_`&[* AddSeries]([_^Upp`:`:Vector^ Vector]<[_^Upp`:`:Vector^ Vector]_<[@(0.0.255) d -ouble]>_>_`&[*@3 data])&] -[s3; Adds a new series stored in [%-*@3 data] .&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Opacity`(double`):%- [_^ScatterDraw^ ScatterDraw]_`&[* Opacity]([@(0.0.255) d -ouble]_[*@3 opacity]_`=_[@3 1])&] -[s3; Sets the series [%-*@3 opacity] .from 1 (opaque) to 0 (transparent/invisible).&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Legend`(const Upp`:`:String`):%- [_^ScatterDraw^ ScatterDraw]_`&[* Le -gend]([@(0.0.255) const]_[_^String^ String]_[*@3 legend])&] -[s3; Sets the series [%-*@3 legend].&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Legend`(int`,const Upp`:`:String`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* Legend]([@(0.0.255) int]_[*@3 index], [@(0.0.255) const]_[_^String^ String]_[*@3 legend]) -&] -[s3; Sets the [%-*@3 legend] for [%-*@3 index] series.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetLegend`(int`):%- [@(0.0.255) const]_[_^String^ String][@(0.0.255) `& -]_[* GetLegend]([@(0.0.255) int]_[*@3 index])&] -[s3; Returns the legend for [%-*@3 index] series.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Units`(const Upp`:`:String`,const Upp`:`:String`):%- [_^ScatterDraw^ S -catterDraw]_`&[* Units]([@(0.0.255) const]_[_^String^ String]_[*@3 unitsY], -[@(0.0.255) const]_[_^String^ String]_[*@3 unitsX]_`=_`"`")&] -[s3; Sets the series units for Y axis ([%-*@3 unitsY]) and X axis ([%-*@3 unitsX]).&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Units`(int`,const Upp`:`:String`,const Upp`:`:String`):%- [_^ScatterDraw^ S -catterDraw]_`&[* Units]([@(0.0.255) int]_[*@3 index], [@(0.0.255) const]_[_^String^ String]_ -[*@3 unitsY], [@(0.0.255) const]_[_^String^ String]_[*@3 unitsX]_`=_`"`")&] -[s3; Sets the [%-*@3 index] series units for Y axis ([%-*@3 unitsY]) -and X axis ([%-*@3 unitsX]).&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetUnitsX`(int`):%- [@(0.0.255) const]_[_^String^ String]_[* GetUnitsX]( -[@(0.0.255) int]_[*@3 index])&] -[s3; Returns the X axis units for [%-*@3 index] series.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetUnitsY`(int`):%- [@(0.0.255) const]_[_^String^ String]_[* GetUnitsY]( -[@(0.0.255) int]_[*@3 index])&] -[s3; Returns the Y axis units for [%-*@3 index] series.&] -[s1; &] -[s6;%- &] -[s5;:Upp`:`:ScatterDraw`:`:LegendLine`(bool`):%- [_^Upp`:`:ScatterDraw^ ScatterDraw]_`& -[* LegendLine]([@(0.0.255) bool]_[*@3 b]_`=_[@(0.0.255) true])&] -[s3; Draw line in series legend even if the series does not plot -lines (NoPlot).&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:IsValid`(int`)const:%- [@(0.0.255) bool]_[* IsValid]([@(0.0.255) int]_[*@3 i -ndex])_[@(0.0.255) const]&] -[s3; Returns true if [%-*@3 index] is between 0 and GetCount()`-1..&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetDrawXReticle`(bool`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetDrawXReticle]([@(0.0.255) bool]_[*@3 set]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 set] is true the small lines and texts beside every -X grid line are shown.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetDrawYReticle`(bool`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetDrawYReticle]([@(0.0.255) bool]_[*@3 set]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 set] is true the small lines and texts to the left of -every Y grid line are shown.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetDrawY2Reticle`(bool`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetDrawY2Reticle]([@(0.0.255) bool]_[*@3 set]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 set] is true the small lines and texts to the right -of every Y grid line are shown.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetDrawXReticle`(`):%- [@(0.0.255) bool]_[* GetDrawXReticle]()&] -[s3; Returns true if the the small lines and texts beside every X -grid line are shown.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetDrawYReticle`(`):%- [@(0.0.255) bool]_[* GetDrawYReticle]()&] -[s3; Returns true if the the small lines and texts to the left of -every Y grid line are shown.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetDrawY2Reticle`(`):%- [@(0.0.255) bool]_[* GetDrawY2Reticle]()&] -[s3; Returns true if the the small lines and texts to the right of -every Y grid line are shown.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetReticleFont`(const Upp`:`:Font`&`):%- [_^ScatterDraw^ ScatterDra -w]_`&[* SetReticleFont]([@(0.0.255) const]_[_^Upp`:`:Font^ Font]_`&[*@3 fnt])&] -[s3; Sets [%-*@3 fnt] as reticle font..&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetReticleFont`(`):%- [_^Upp`:`:Font^ Font]_`&[* GetReticleFont]()&] -[s3; Gets reticle font.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetReticleColor`(const Upp`:`:Color`&`):%- [_^ScatterDraw^ ScatterD -raw]_`&[* SetReticleColor]([@(0.0.255) const]_[_^Upp`:`:Color^ Color]_`&[*@3 col])&] -[s3; Sets [%-*@3 col] as reticle color.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetReticleColor`(`):%- [_^Upp`:`:Color^ Color]_`&[* GetReticleColor]( -)&] -[s3; Gets reticle color&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetDataPrimaryY`(int`,bool`):%- [@(0.0.255) void]_[* SetDataPrimaryY]( -[@(0.0.255) int]_[*@3 index], [@(0.0.255) bool]_[*@3 primary]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 primary] is true, [%-*@3 index] series is considered to -be a primary series so it uses the left vertical axis. If false -it uses the right vertical axis. In this case right vertical -grid is activated.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetDataPrimaryY`(bool`):%- [_^ScatterDraw^ ScatterDraw]_`&[* SetDataP -rimaryY]([@(0.0.255) bool]_[*@3 primary])&] -[s3; If [%-*@3 primary] is true, last added series is considered to -be a primary series so it uses the left vertical axis. &] -[s3; If false it uses the right vertical axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetDataSecondaryY`(int`,bool`):%- [@(0.0.255) void]_[* SetDataSeconda -ryY]([@(0.0.255) int]_[*@3 index], [@(0.0.255) bool]_[*@3 secondary])&] -[s3; Opposed to SetDataPrimaryY() if [%-*@3 secondary] is true, [%-*@3 index] -series is considered to be a secondary series so it uses the -right vertical axis. In this case right vertical grid is activated.&] -[s3; If false it uses the left vertical axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetDataSecondaryY`(bool`):%- [_^ScatterDraw^ ScatterDraw]_`&[* SetDat -aSecondaryY]([@(0.0.255) bool]_[*@3 secondary])&] -[s3; Opposed to SetDataPrimaryY() if [%-*@3 secondary] is true, last -added series is considered to be a secondary series so it uses -the right vertical axis. In this case right vertical grid is -activated.&] -[s3; If false it uses the left vertical axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:IsDataPrimaryY`(int`):%- [@(0.0.255) bool]_[* IsDataPrimaryY]([@(0.0.255) i -nt]_[*@3 index])&] -[s3; Returns true if [%-*@3 index] series is primary..&] -[s1; &] -[s6; &] -[s5;:ScatterDraw`:`:SetSequentialX`(int`,bool`):%- [@(0.0.255) void]_[* SetSequentialX]([@(0.0.255) i -nt]_[*@3 index], [@(0.0.255) bool]_[*@3 sequential]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 sequential] is true, [%-*@3 index] series is considered -to be sequential so all data points are ordered following the -X axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetSequentialX`(bool`):%- [_^ScatterDraw^ ScatterDraw]_`&[* SetSequen -tialX]([@(0.0.255) bool]_[*@3 sequential]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 sequential] is true the last added series is considered -to be sequential so all data points are ordered following the -X axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetSequentialXAll`(bool`):%- [_^ScatterDraw^ ScatterDraw]_`&[* SetSeq -uentialXAll]([@(0.0.255) bool]_[*@3 sequential]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 sequential] is true all series are considered to be -sequential so all data points are ordered following the X axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetSequentialX`(int`):%- [@(0.0.255) bool]_[* GetSequentialX]([@(0.0.255) i -nt]_[*@3 index])&] -[s3; Returns true if [%-*@3 index] data series is considered to be -sequential so all data points are ordered following the X axis.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetSequentialX`(`):%- [@(0.0.255) bool]_[* GetSequentialX]()&] -[s3; Returns true if the last added series is considered to be sequential -so all data points are ordered following the X axis.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:Show`(int`,bool`):%- [@(0.0.255) void]_[* Show]([@(0.0.255) int]_[*@3 ind -ex], [@(0.0.255) bool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true it sets the opacity of [%-*@3 index] data -series to 1. If false, the opacity will be set to 0.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:IsVisible`(int`):%- [@(0.0.255) bool]_[* IsVisible]([@(0.0.255) int]_[*@3 i -ndex])&] -[s3; Returns true if [%-*@3 index] data series opacity is greater than -0.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:ShowAll`(bool`):%- [_^ScatterDraw^ ScatterDraw]_`&[* ShowAll]([@(0.0.255) b -ool]_[*@3 show]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 show] is true it sets the opacity of all series to 1. -If false, the opacity will be set to 0.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:RemoveSeries`(int`):%- [@(0.0.255) bool]_[* RemoveSeries]([@(0.0.255) i -nt]_[*@3 index])&] -[s3; Remove [%-*@3 index] data series from control. It does not delete -the series data.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:RemoveAllSeries`(`):%- [_^ScatterDraw^ ScatterDraw]_`&[* RemoveAllSer -ies]()&] -[s3; Remove all data series from control. It does not delete the -series data.&] -[s1;%- &] -[s6;%- &] -[s5;:Upp`:`:ScatterDraw`:`:SwapSeries`(int`,int`):%- [@(0.0.255) bool]_[* SwapSeries]([@(0.0.255) i -nt]_[*@3 i1], [@(0.0.255) int]_[*@3 i2])&] -[s3; Swaps the series [%-*@3 i1] with [%-*@3 i2].&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetImage`(`):%- [_^Upp`:`:Image^ Image]_[* GetImage]()&] -[s3; Returns the scatter plot as an Image.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:Id`(int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* Id]([@(0.0.255) i -nt]_[*@3 id])&] -[s3; Sets the [%-*@3 id] of the last added data series.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Id`(int`,int`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* Id]([@(0.0.255) i -nt]_[*@3 index], [@(0.0.255) int]_[*@3 id])&] -[s3; Sets the [%-*@3 id] if [%-*@3 index] data series.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetId`(int`):%- [@(0.0.255) int]_[* GetId]([@(0.0.255) int]_[*@3 index])&] -[s3; Returns the id of [%-*@3 index] data series.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetDrawing`(`):%- [_^Drawing^ Drawing]_[* GetDrawing]()&] -[s3; Returns the control Drawing.&] -[s1;%- &] -[s6; &] -[s5;:ScatterDraw`:`:GetXByPoint`(double`):%- [@(0.0.255) double]_[* GetXByPoint]([@(0.0.255) d -ouble]_[*@3 x])&] -[s3; Returns the X axis value of pixel [%-*@3 x] in data set units.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetYByPoint`(double`):%- [@(0.0.255) double]_[* GetYByPoint]([@(0.0.255) d -ouble]_[*@3 y])&] -[s3; Returns theY axis value of pixel [%-*@3 y] in data set units.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetY2ByPoint`(double`):%- [@(0.0.255) double]_[* GetY2ByPoint]([@(0.0.255) d -ouble]_[*@3 y])&] -[s3; Returns the secondary Y axis value of pixel [%-*@3 y] in data -set units.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetXPointByValue`(double`):%- [@(0.0.255) double]_[* GetXPointByValue -]([@(0.0.255) double]_[*@3 x])&] -[s3; Returns the X axis pixel value of [%-*@3 x] in data set units.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetYPointByValue`(double`):%- [@(0.0.255) double]_[* GetYPointByValue -]([@(0.0.255) double]_[*@3 y])&] -[s3; Returns the Y axis pixel value of [%-*@3 y] in data set units.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SaveAsMetafile`(const char`*`)const:%- [@(0.0.255) void]_[* SaveAsMet -afile]([@(0.0.255) const]_[@(0.0.255) char`*]_[*@3 file])_[@(0.0.255) const]&] -[s0;%- [*@(28.0.200)1 Windows]&] -[s3; Saves the control as a windows metafile in [%-*@3 file].&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetMinZoom`(double`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetMinZoom]([@(0.0.255) double]_[*@3 x], [@(0.0.255) double]_[*@3 y]_`=_`-[@3 1])&] -[s3; Sets [%-*@3 x] and [%-*@3 y] as the minimum visible range. If [%-*@3 y] -is `-1, only [%-*@3 x] zoom is considered.&] -[s3; Equal to SetMinRange().&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetMaxZoom`(double`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetMaxZoom]([@(0.0.255) double]_[*@3 x], [@(0.0.255) double]_[*@3 y]_`=_`-[@3 1])&] -[s3; Sets [%-*@3 x] and [%-*@3 y] as the maximum visible range. If [%-*@3 y] -is `-1, only [%-*@3 x] zoom is considered.&] -[s3; Equal to SetMaxRange().&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetMinRange`(double`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetMinRange]([@(0.0.255) double]_[*@3 x], [@(0.0.255) double]_[*@3 y]_`=_`-[@3 1])&] -[s3; Sets [%-*@3 x] and [%-*@3 y] as the minimum visible range. If [%-*@3 y] -is `-1, only [%-*@3 x] zoom is considered.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetMaxRange`(double`,double`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `& -]_[* SetMaxRange]([@(0.0.255) double]_[*@3 x], [@(0.0.255) double]_[*@3 y]_`=_`-[@3 1])&] -[s3; Sets [%-*@3 x] and [%-*@3 y] as the maximum visible range. If [%-*@3 y] -is `-1, only [%-*@3 x] zoom is considered.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:SetFastViewX`(bool`):%- [_^ScatterDraw^ ScatterDraw][@(0.0.255) `&]_[* S -etFastViewX]([@(0.0.255) bool]_[*@3 set]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 set] is true, only one point per screen pixel will be -drawn. The Y value of this point will be the average of all data -points between two pixels.&] -[s3; In case of big datasets and zoom in with big detail, this option -can accelerate strongly the control refresh.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetFastViewX`(`):%- [@(0.0.255) bool]_[* GetFastViewX]()&] -[s3; Returns true if FastViewX has been set.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetCount`(`):%- [@(0.0.255) int]_[* GetCount]()&] -[s3; Returns the number of series loaded.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:IsEmpty`(`):%- [@(0.0.255) bool]_[* IsEmpty]()&] -[s3; Returns true if there are no series.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:NoPlot`(`):%- [_^ScatterDraw^ ScatterDraw]_`&[* NoPlot]()&] -[s3; Set to avoid showing the series. However the mar can be shown.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Stacked`(bool`):%- [_^ScatterDraw^ ScatterDraw]_`&[* Stacked]([@(0.0.255) b -ool]_[*@3 stacked]_`=_[@(0.0.255) true])&] -[s3; If [%-*@3 stacked] is true it is considered that all series are -stacked.&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:NoMark`(`):%- [_^ScatterDraw^ ScatterDraw]_`&[* NoMark]()&] -[s3; Set to avoid showing mark in series. However the series can -be shown.&] -[s1;%- &] -[s6;%- &] -[s5;:ScatterDraw`:`:Stroke`(int`,double`,Upp`:`:Color`):%- [_^ScatterDraw^ ScatterDraw]_ -`&[* Stroke]([@(0.0.255) int]_[*@3 index], [@(0.0.255) double]_[*@3 thickness], -[_^Upp`:`:Color^ Color]_[*@3 color])&] -[s3; Sets [%-*@3 index] series [%-*@3 thickness] and [%-*@3 color].&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:Stroke`(double`,Upp`:`:Color`):%- [_^ScatterDraw^ ScatterDraw]_`&[* S -troke]([@(0.0.255) double]_[*@3 thickness], [_^Upp`:`:Color^ Color]_[*@3 color]_`=_Null)&] -[s3; Sets the series line [%-*@3 thickness] and [%-*@3 color].&] -[s1; &] -[s6;%- &] -[s5;:ScatterDraw`:`:GetStroke`(int`,double`&`,Upp`:`:Color`&`):%- [@(0.0.255) void]_[* Ge -tStroke]([@(0.0.255) int]_[*@3 index], [@(0.0.255) double]_`&[*@3 thickness], -[_^Upp`:`:Color^ Color]_`&[*@3 color])&] -[s3; Gets [%-*@3 index] series [%-*@3 thickness] and [%-*@3 color].&] -[s1; &] -[s1;%- ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/ScatterDraw_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/ScatterDraw_en-us.tppi deleted file mode 100644 index 006611f52..000000000 --- a/uppsrc/ScatterDraw/src.tpp/ScatterDraw_en-us.tppi +++ /dev/null @@ -1,591 +0,0 @@ -TITLE("1 ScatterDraw") -COMPRESSED 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-64,123,71,80,254,229,11,98,252,203,119,206,167,94,134,248,17,17,121,74,48,124,132,72,159,115,17,95,137,9,245,179,196,228,182,164,126,255,253,255,7,208,4,235,233, - diff --git a/uppsrc/ScatterDraw/src.tpp/SinEquation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/SinEquation_en-us.tpp deleted file mode 100644 index 089d1fa32..000000000 --- a/uppsrc/ScatterDraw/src.tpp/SinEquation_en-us.tpp +++ /dev/null @@ -1,26 +0,0 @@ -topic "2.1.4 SinEquation"; -[i448;a25;kKO9; $$1,0#37138531426314131252341829483380:structitem] -[l288;2 $$2,0#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[H6;0 $$4,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:codeitem] -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[ {{10000@3 [s0; [*@(229)4 SinEquation]]}}&] -[s3;%- &] -[s1;:SinEquation`:`:class:%- [@(0.0.255) class]_[* SinEquation]_:_[@(0.0.255) public]_[*@3 Exp -licitEquation]&] -[s2; &] -[s0; [2 SinEquation represents a sine equation as y `= offset `+ A`*sin(w`*x -`+ phi) ]&] -[s0;2 &] -[s3; &] -[ {{10000F(128)G(128)@1 [s0; [* Constructor Detail]]}}&] -[s0; &] -[s5;:SinEquation`:`:SinEquation`(double`,double`,double`,double`): [* SinEquation]([@(0.0.255) d -ouble]_[*@3 offset], [@(0.0.255) double]_[*@3 A], [@(0.0.255) double]_[*@3 w], -[@(0.0.255) double]_[*@3 phi])&] -[s2; Initializes equation coefficients [*@3 offset, ] [*@3 A, ] [*@3 w] -and [*@3 phi].&] -[s3; &] -[s3; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/SinEquation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/SinEquation_en-us.tppi deleted file mode 100644 index 20d3b9c41..000000000 --- a/uppsrc/ScatterDraw/src.tpp/SinEquation_en-us.tppi +++ /dev/null @@ -1,5 +0,0 @@ -TITLE("2.1.4 SinEquation") -COMPRESSED -120,156,133,82,239,111,211,48,16,253,87,78,98,67,73,233,42,251,108,231,167,144,90,177,49,16,18,124,152,248,100,89,77,150,186,96,17,146,82,167,234,160,234,255,142,221,172,93,6,218,150,15,62,95,222,187,119,119,47,145,134,243,36,47,81,228,63,62,125,73,115,56,59,163,99,242,138,197,148,37,130,81,142,145,59,40,163,40,144,113,154,96,202,19,198,18,146,217,110,189,169,58,211,233,159,74,214,152,36,57,186,74,116,149,24,11,164,49,79,120,66,89,156,160,19,64,66,144,196,40,40,103,9,138,108,161,109,165,36,113,116,230,232,105,196,82,66,9,137,41,37,12,99,194,4,167,148,161,147,192,24,41,17,153,110,22,74,126,136,114,95,192,93,1,17,17,33,36,114,106,156,19,167,238,203,56,163,140,32,19,52,21,81,118,171,191,153,70,201,199,107,249,233,196,139,123,197,36,171,218,133,238,183,114,21,196,247,123,225,201,46,245,178,220,212,157,146,187,249,254,252,234,243,197,215,27,144,176,219,81,15,78,25,72,75,114,144,163,105,128,152,134,28,110,76,115, -245,107,83,118,166,109,148,218,239,95,43,105,89,126,126,1,254,66,243,108,0,23,89,145,85,117,105,109,230,96,57,13,200,132,76,80,136,16,14,47,213,92,142,30,137,205,179,249,144,180,218,220,214,166,242,44,55,195,213,221,202,37,166,59,145,125,55,204,15,77,253,116,56,84,130,181,94,173,181,213,77,103,161,4,107,26,13,250,8,149,22,126,67,241,22,218,229,210,234,14,138,55,48,43,70,142,18,108,139,209,157,79,87,223,77,8,170,215,69,232,183,243,225,104,200,251,128,98,18,94,31,206,41,61,154,3,239,218,166,255,161,218,53,92,234,174,52,245,209,28,210,79,41,254,179,102,152,6,139,214,173,171,139,241,19,49,204,224,31,183,130,161,87,61,235,222,171,126,53,53,134,39,25,179,231,192,237,115,160,115,71,133,247,222,127,108,76,103,202,218,252,209,246,193,223,170,213,203,165,251,82,7,243,7,227,140,65,245,233,236,116,219,42,40,155,5,156,116,39,15,102,251,160,212,95,70,223,24,26, - diff --git a/uppsrc/ScatterDraw/src.tpp/Spline_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/Spline_en-us.tpp deleted file mode 100644 index 93c229c6a..000000000 --- a/uppsrc/ScatterDraw/src.tpp/Spline_en-us.tpp +++ /dev/null @@ -1,56 +0,0 @@ -topic "3.1 Spline"; -[i448;a25;kKO9; $$1,0#37138531426314131252341829483380:structitem] -[l288;2 $$2,0#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[H6;0 $$4,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:codeitem] -[ $$0,0#00000000000000000000000000000000:Default] -[{_} -[ {{10000@3 [s0;%% [*@(229)4 Spline]]}}&] -[s3; &] -[s1;:Upp`:`:Spline`:`:class: [@(0.0.255) class]_[* Spline]&] -[s2;%% &] -[s0;%% [2 A natural Spline implementation.]&] -[s3; &] -[ {{10000F(128)G(128)@1 [s0;%% [*2 Public Member List]]}}&] -[s4; &] -[s5;:Upp`:`:Spline`:`:Init`(const Upp`:`:Vector``&`,const Upp`:`:Vector``&`): [@(0.0.255) v -oid]_[* Init]([@(0.0.255) const]_[_^Upp`:`:Vector^ Vector]<[@(0.0.255) double]>_`&[*@3 x], -[@(0.0.255) const]_[_^Upp`:`:Vector^ Vector]<[@(0.0.255) double]>_`&[*@3 y])&] -[s2;%% Gets the spline for a data series of [%-*@3 x] and [%-*@3 y].&] -[s3;%% &] -[s4; &] -[s5;:Upp`:`:Spline`:`:Init`(const Eigen`:`:VectorXd`&`,const Eigen`:`:VectorXd`&`): [@(0.0.255) v -oid]_[* Init]([@(0.0.255) const]_[_^Eigen`:`:VectorXd^ Eigen`::VectorXd]_`&[*@3 x], -[@(0.0.255) const]_[_^Eigen`:`:VectorXd^ Eigen`::VectorXd]_`&[*@3 y])&] -[s2;%% Gets the spline for a data series of [%-*@3 x] and [%-*@3 y].&] -[s3;%% &] -[s4; &] -[s5;:Upp`:`:Spline`:`:Init`(const double`*`,const double`*`,int`): [@(0.0.255) void]_[* I -nit]([@(0.0.255) const]_[@(0.0.255) double]_`*[*@3 x], [@(0.0.255) const]_[@(0.0.255) doubl -e]_`*[*@3 y], [@(0.0.255) int]_[*@3 n])&] -[s2;%% Gets the spline for a data series of [%-*@3 x] and [%-*@3 y].with -dimension [%-*@3 n].&] -[s3;%% &] -[s4; &] -[s5;:Upp`:`:Spline`:`:f`(double`)const: [@(0.0.255) double]_[* f]([@(0.0.255) double]_[*@3 x]) - const&] -[s2;%% Returns the y value for [%-*@3 x].&] -[s3;%% &] -[s4; &] -[s5;:Upp`:`:Spline`:`:df`(double`)const: [@(0.0.255) double]_[* df]([@(0.0.255) double]_[*@3 x -])_[@(0.0.255) const]&] -[s2;%% Returns the first derivative at [%-*@3 x] .&] -[s3;%% &] -[s4; &] -[s5;:Upp`:`:Spline`:`:d2f`(double`)const: [@(0.0.255) double]_[* d2f]([@(0.0.255) double]_[*@3 x -])_[@(0.0.255) const]&] -[s2;%% Returns the second derivative at [%-*@3 x] .&] -[s3;%% &] -[s4; &] -[s5;:Upp`:`:Spline`:`:Integral`(double`,double`)const: [@(0.0.255) double]_[* Integral]([@(0.0.255) d -ouble]_[*@3 from], [@(0.0.255) double]_[*@3 to])_[@(0.0.255) const]&] -[s2;%% Returns the definite integral from x `= [%-*@3 from] to x `= -[%-*@3 to.].&] -[s3;%% &] -[s0;%% ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/Spline_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/Spline_en-us.tppi deleted file mode 100644 index c5982b7fc..000000000 --- a/uppsrc/ScatterDraw/src.tpp/Spline_en-us.tppi +++ /dev/null @@ -1,6 +0,0 @@ -TITLE("3.1 Spline") -COMPRESSED -120,156,197,85,107,111,211,48,20,253,43,87,98,155,218,170,84,126,36,77,154,140,169,72,192,54,1,2,129,64,72,145,215,100,141,179,89,164,78,149,184,101,213,180,255,142,157,52,237,178,141,53,140,73,228,67,30,190,190,231,158,115,174,237,4,194,178,92,63,34,182,255,243,253,167,145,15,123,123,184,143,94,80,7,83,215,166,216,34,67,125,195,20,19,155,80,11,187,100,100,185,148,186,200,43,84,190,152,42,161,248,140,5,41,113,93,159,232,76,162,51,137,99,19,236,88,174,229,98,234,184,68,3,16,132,8,114,136,141,45,234,18,219,139,121,49,101,1,210,211,169,158,62,26,210,17,194,8,57,24,35,74,28,68,109,11,99,74,52,4,113,8,70,182,199,101,204,130,147,161,111,18,44,157,128,236,33,66,104,168,209,44,11,105,116,147,102,81,76,17,161,54,30,217,67,239,156,95,8,201,130,166,44,195,206,222,169,203,65,222,52,139,121,165,74,103,32,83,111,199,229,189,225,73,180,72,21,11,174,39,55,16,192,245,53,54,195,99,10,65,129,252,253,125,8,122, -227,14,33,163,174,5,95,231,169,144,156,177,155,155,3,22,20,212,7,243,192,190,247,109,62,15,189,208,171,194,230,109,154,70,69,225,65,48,238,160,1,26,16,219,238,66,57,196,38,65,175,70,49,185,196,224,155,151,170,16,129,215,32,35,181,200,163,116,61,11,196,108,158,242,25,151,42,82,34,147,3,182,45,92,19,125,215,193,196,237,30,151,247,49,222,146,38,240,121,113,158,138,41,124,228,179,115,158,195,7,81,168,154,186,85,81,183,31,160,126,42,133,10,59,211,76,22,10,214,193,239,124,170,178,60,60,140,51,13,200,195,163,240,32,236,239,154,208,109,170,95,102,34,46,197,27,120,214,105,24,99,144,116,108,114,214,64,59,131,234,201,14,111,79,174,42,176,163,73,120,160,219,66,225,138,245,225,217,192,86,172,187,105,202,49,87,5,168,75,14,69,213,135,36,203,33,130,56,82,17,20,60,23,188,128,44,129,96,255,101,69,2,34,25,215,95,43,54,168,154,180,110,109,75,175,223,138,11,46,183,140,127,196,91,151,31,10,61,197,223,123,56,103,53,244,102, -132,237,54,246,111,80,254,171,163,235,213,216,171,109,220,126,11,169,158,96,224,253,149,51,9,123,143,154,245,231,140,213,157,12,205,200,84,215,17,249,92,150,253,18,234,18,98,161,207,142,66,159,28,117,64,182,247,50,9,59,107,203,186,165,160,166,97,181,32,109,89,210,244,107,27,41,105,173,237,216,136,250,194,245,1,39,43,93,43,88,70,233,162,18,182,209,209,154,96,220,154,97,188,131,226,228,126,247,30,228,155,136,220,44,36,237,253,82,159,199,75,14,145,186,229,127,123,226,164,61,115,242,76,212,11,174,131,241,191,115,63,149,138,95,232,31,212,70,64,191,157,144,58,239,17,53,73,158,205,238,236,139,70,92,101,237,229,198,60,17,122,39,115,179,179,202,186,37,58,92,65,248,170,86,93,150,211,160,141,65,149,13,238,44,192,242,119,202,216,111,29,110,200,192, - diff --git a/uppsrc/ScatterDraw/src.tpp/UserEquation_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/UserEquation_en-us.tpp deleted file mode 100644 index d08c121aa..000000000 --- a/uppsrc/ScatterDraw/src.tpp/UserEquation_en-us.tpp +++ /dev/null @@ -1,26 +0,0 @@ -topic "2.1.5 UserEquation"; -[i448;a25;kKO9; $$1,0#37138531426314131252341829483380:structitem] -[l288;2 $$2,0#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[H6;0 $$4,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:codeitem] -[ $$0,0#00000000000000000000000000000000:Default] -[{_} -[ {{10000@3 [s0;%% [*@(229)4 UserEquation]]}}&] -[s3; &] -[s1;:UserEquation`:`:class: [@(0.0.255) class]_[* UserEquation]_:_[@(0.0.255) public]_[*@3 Exp -licitEquation]&] -[s2;%% &] -[s0; [2 UserEquation permits to enter equations in run time as simple -text.]&] -[s3; &] -[ {{10000F(128)G(128)@1 [s0;%% [* Constructor Detail]]}}&] -[s4; &] -[s5;:UserEquation`:`:UserEquation`(String`,String`,String`): [* UserEquation]([_^String^ S -tring]_[*@3 name], [_^String^ String]_[*@3 strEquation], [_^String^ String]_[*@3 varHoriz]_ -`=_`"x`")&] -[s2;%% Creates user equation named [%-*@3 name], with the equation -in [%-*@3 strEquation] and being [%-*@3 varHoriz] the variable name -that represents the horizontal axis.&] -[s3;%% &] -[s3;%% ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/UserEquation_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/UserEquation_en-us.tppi deleted file mode 100644 index 4af9740de..000000000 --- a/uppsrc/ScatterDraw/src.tpp/UserEquation_en-us.tppi +++ /dev/null @@ -1,6 +0,0 @@ -TITLE("2.1.5 UserEquation") -COMPRESSED -120,156,133,82,219,110,19,49,16,253,149,81,105,80,82,133,200,30,219,123,21,82,164,182,80,137,7,30,16,79,150,187,113,18,211,88,108,54,97,237,133,136,42,255,142,119,115,47,170,234,7,223,230,156,51,51,199,150,150,243,36,215,40,242,159,95,190,166,57,92,95,211,33,121,199,98,202,18,193,40,199,40,76,148,81,20,200,56,77,48,229,9,99,9,201,156,175,155,153,183,222,44,149,44,49,73,114,12,76,12,76,140,5,210,152,39,60,161,44,78,48,8,32,33,72,98,20,148,179,4,69,54,55,110,166,36,9,112,22,224,105,196,82,66,9,137,41,37,12,99,194,4,167,148,97,144,192,24,41,17,153,169,230,74,62,68,121,75,224,129,64,68,68,8,137,130,26,231,36,168,183,52,206,40,35,200,4,77,69,148,77,205,147,173,148,188,108,171,173,78,188,217,87,76,178,217,106,110,118,93,5,6,105,243,189,49,178,59,243,67,55,165,87,242,185,216,130,132,231,103,218,94,143,25,72,71,242,94,15,228,205,184,143,152,14,56,124,119,166,190,255,213,104,111,87,149, -82,219,237,123,37,29,203,161,93,104,158,157,71,39,217,36,155,149,218,185,12,228,184,79,70,100,132,66,12,160,187,82,133,188,185,148,42,178,226,28,181,110,166,165,157,181,176,80,196,253,102,29,14,214,31,193,109,54,108,235,106,55,36,7,137,23,98,176,54,245,210,122,7,126,5,166,242,166,6,179,143,56,176,21,212,77,5,222,46,13,104,7,206,46,215,165,1,111,54,126,164,78,189,28,28,248,212,167,152,12,62,119,243,152,158,220,128,219,160,213,253,158,85,13,119,198,107,91,30,204,224,59,51,196,255,102,92,156,251,223,124,109,171,167,201,240,197,58,200,224,165,53,125,89,60,238,162,143,176,91,247,190,84,122,105,212,16,94,11,135,2,143,26,175,163,126,235,250,97,85,219,191,170,152,124,44,38,87,155,201,213,224,104,239,109,109,180,55,14,26,119,230,97,151,118,14,178,247,225,172,134,63,214,47,192,47,204,9,21,140,222,67,206,235,0,93,205,97,106,66,250,67,244,152,191,163,135,147,213,211,240,34,173,110,184,209,30,106,179,174,141,11,239,232,58,196, -162,5,175,42,175,75,208,27,235,70,187,71,219,255,133,110,163,212,63,62,74,56,253, - diff --git a/uppsrc/ScatterDraw/src.tpp/VectorY_en-us.tpp b/uppsrc/ScatterDraw/src.tpp/VectorY_en-us.tpp deleted file mode 100644 index afcd6dce0..000000000 --- a/uppsrc/ScatterDraw/src.tpp/VectorY_en-us.tpp +++ /dev/null @@ -1,25 +0,0 @@ -topic "2.2 VectorY"; -[ $$0,0#00000000000000000000000000000000:Default] -[i448;a25;kKO9; $$1,0#37138531426314131252341829483380:structitem] -[l288;2 $$2,0#27521748481378242620020725143825:desc] -[0 $$3,0#96390100711032703541132217272105:end] -[H6;0 $$4,0#05600065144404261032431302351956:begin] -[i448;a25;kKO9;2 $$5,0#37138531426314131252341829483370:codeitem] -[{_} -[ {{10000@3 [s0;%% [*@(229)4 VectorY]]}}&] -[s1;@(0.0.255)0 &] -[s1;:noref: [@(0.0.255) template]_<[@(0.0.255) class]_[*@4 Y]>&] -[s1;:VectorY`:`:class: [@(0.0.255) class]_[* VectorY]_:_[@(0.0.255) public]_[*@3 DataSource]&] -[s2;%% &] -[s0;%% [2 A ][^topic`:`/`/ScatterDraw`/src`/DataSource`$en`-us^2 DataSource -][2 class based on a Vector of values.]&] -[s3; &] -[ {{10000F(128)G(128)@1 [s0;%% [* Constructor Detail]]}}&] -[s4; &] -[s5;:VectorY`:`:VectorY`(Vector``&`,double`,double`): [* VectorY]([_^Vector^ Vector]< -[*@4 Y]>_`&[*@3 yData], [@(0.0.255) double]_[*@3 x0], [@(0.0.255) double]_[*@3 deltaX])&] -[s2;%% Creates a VectorY based on a Vector [%-*@3 yData] with X axis -values beginning from [%-*@3 x0] and with [%-*@3 deltaX] between -X axis values.&] -[s3;%% &] -[s3;%% ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/src.tpp/VectorY_en-us.tppi b/uppsrc/ScatterDraw/src.tpp/VectorY_en-us.tppi deleted file mode 100644 index 34380a97c..000000000 --- a/uppsrc/ScatterDraw/src.tpp/VectorY_en-us.tppi +++ /dev/null @@ -1,6 +0,0 @@ -TITLE("2.2 VectorY") -COMPRESSED -120,156,133,82,109,107,219,48,16,254,43,7,107,66,50,218,68,58,73,177,99,151,146,209,176,13,246,97,31,10,163,65,40,182,106,43,157,153,107,23,91,105,59,74,255,251,228,151,188,141,177,250,131,124,156,238,121,238,158,71,39,225,236,140,156,147,15,228,157,47,88,154,141,222,230,86,201,140,115,63,212,40,194,95,223,190,207,67,7,167,14,206,60,202,124,193,40,199,153,59,40,163,40,144,113,234,227,156,251,140,249,36,168,109,181,77,108,102,205,131,146,57,250,126,136,14,137,14,137,158,64,234,113,159,251,148,121,62,58,2,36,4,137,135,130,114,230,163,8,82,83,39,74,18,87,206,92,249,124,198,230,132,18,226,81,74,24,122,132,9,78,41,67,71,129,30,82,34,2,83,164,74,126,157,133,13,128,55,194,196,204,141,63,115,108,156,19,199,222,192,56,163,140,32,19,116,46,102,193,157,185,207,138,191,101,53,211,137,119,117,121,36,72,202,212,116,170,94,163,55,144,240,250,74,27,187,22,12,100,77,194,193,0,228,199,197,8,113,62,230,240,195,36,182,172,86, -74,189,189,13,149,172,105,184,24,145,9,153,160,16,99,2,93,38,40,202,202,108,2,144,135,43,112,228,143,185,182,70,69,151,199,233,36,215,117,173,34,71,207,97,165,174,122,124,223,35,14,226,160,45,56,165,218,99,246,179,68,65,116,92,240,184,189,203,179,164,101,101,176,212,86,223,148,219,42,49,170,97,199,70,77,19,116,178,16,62,129,146,107,91,62,102,137,107,55,141,167,55,137,182,214,84,203,74,63,199,211,186,74,226,233,129,33,62,51,69,124,177,173,215,120,68,235,240,216,205,4,119,186,54,41,148,5,232,126,52,40,55,240,164,243,173,169,39,109,119,22,54,189,119,246,126,30,81,244,199,95,218,115,65,15,86,195,117,89,116,155,230,24,150,198,234,44,223,217,205,91,130,90,156,120,180,11,71,93,16,95,174,226,171,120,24,159,167,165,51,194,236,255,227,0,142,60,27,201,104,221,197,235,62,167,46,119,207,16,197,195,214,187,223,141,74,117,126,226,126,71,214,155,251,66,254,119,155,154,220,234,91,53,222,251,126,93,25,183,2,245,222,158,213,63,28, -147,131,139,67,107,120,206,236,79,184,5,253,146,213,189,145,208,110,122,145,21,247,176,169,202,135,93,189,155,4,116,145,118,128,62,215,247,119,8,251,108,76,113,202,51,233,222,163,223,134,54,80,234,15,203,21,57,167, - diff --git a/uppsrc/ScatterDraw/src.tpp/all.i b/uppsrc/ScatterDraw/src.tpp/all.i deleted file mode 100644 index 5f01f8557..000000000 --- a/uppsrc/ScatterDraw/src.tpp/all.i +++ /dev/null @@ -1,64 +0,0 @@ -TOPIC("CArray_en-us") -#include "CArray_en-us.tppi" -END_TOPIC - -TOPIC("DataSource_en-us") -#include "DataSource_en-us.tppi" -END_TOPIC - -TOPIC("EvalExpr_en-us") -#include "EvalExpr_en-us.tppi" -END_TOPIC - -TOPIC("ExplicitEquation_en-us") -#include "ExplicitEquation_en-us.tppi" -END_TOPIC - -TOPIC("ExponentialEquation_en-us") -#include "ExponentialEquation_en-us.tppi" -END_TOPIC - -TOPIC("FourierEquation_en-us") -#include "FourierEquation_en-us.tppi" -END_TOPIC - -TOPIC("LinearEquation_en-us") -#include "LinearEquation_en-us.tppi" -END_TOPIC - -TOPIC("MultiDimMatrixIndex_en-us") -#include "MultiDimMatrixIndex_en-us.tppi" -END_TOPIC - -TOPIC("PolynomialEquation_en-us") -#include "PolynomialEquation_en-us.tppi" -END_TOPIC - -TOPIC("Rational1Equation_en-us") -#include "Rational1Equation_en-us.tppi" -END_TOPIC - -TOPIC("RealExponentEquation_en-us") -#include "RealExponentEquation_en-us.tppi" -END_TOPIC - -TOPIC("ScatterDraw_en-us") -#include "ScatterDraw_en-us.tppi" -END_TOPIC - -TOPIC("SinEquation_en-us") -#include "SinEquation_en-us.tppi" -END_TOPIC - -TOPIC("Spline_en-us") -#include "Spline_en-us.tppi" -END_TOPIC - -TOPIC("UserEquation_en-us") -#include "UserEquation_en-us.tppi" -END_TOPIC - -TOPIC("VectorY_en-us") -#include "VectorY_en-us.tppi" -END_TOPIC - diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/2DSurfaces_en-us.tpp b/uppsrc/ScatterDraw/srcdoc.tpp/2DSurfaces_en-us.tpp deleted file mode 100644 index a7ac6a2b6..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/2DSurfaces_en-us.tpp +++ /dev/null @@ -1,58 +0,0 @@ -topic "5 2D Surfaces"; -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s0; [*R+184 2D Surfaces]&] -[s0;2 &] -[s0; [2 AddSurf() allows to render a surface based on data or in 2D -equations.]&] -[s0;2 &] -[s0; [2 DataSourceSurf is the class to enclose the data.]&] -[s0;2 &] -[s0; [2 Here are enclosed some samples obtained from Controls4U`_Demo.]&] -[s0;2 &] -[s0; [2 -@@image:3003&2165 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) 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) -]]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/2DSurfaces_en-us.tppi b/uppsrc/ScatterDraw/srcdoc.tpp/2DSurfaces_en-us.tppi deleted file mode 100644 index b0f3b6a1d..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/2DSurfaces_en-us.tppi +++ /dev/null @@ -1,1532 +0,0 @@ -TITLE("5 2D Surfaces") -COMPRESSED 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-220,21,243,244,152,206,60,192,56,46,120,246,142,237,57,163,18,145,131,114,30,14,112,62,177,90,160,230,172,254,239,30,230,255,201,183,158,124,216,239,75,211,81,22,255,252,249,243,231,95,70,9,48,148, - diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/LegendTable_en-us.tpp b/uppsrc/ScatterDraw/srcdoc.tpp/LegendTable_en-us.tpp deleted file mode 100644 index 52ea0b958..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/LegendTable_en-us.tpp +++ /dev/null @@ -1,47 +0,0 @@ -topic "2 Legend Table"; -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s0; [*R+184 Legend Table]&] -[s0;2 &] -[s0; [2 Legend table lists all series names with units.]&] -[s0;2 &] -[s0;= [2 -@@image:2323&1333 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) -]&] -[s0;2 &] -[s0;2 &] -[s0; [2 There are 5 possible legend table positions:]&] -[s0;2 &] -[ {{4561:5439f0;g0;^ [s0;i150;O0; [2 LEGEND`_TOP-|]] -::= [s0; [2 Classical position in the top]] -::^ [s0;i150;O0; [2 LEGEND`_ANCHOR`_LEFT`_TOP-|]] -::= [s0; [2 Left`-top table corner anchored to left`-top plot corner]] -::^ [s0;i150;O0; [2 LEGEND`_ANCHOR`_RIGHT`_TOP]] -::= [s0; [2 Right`-top table corner anchored to right`-top plot corner]] -::^ [s0;i150;O0; [2 LEGEND`_ANCHOR`_LEFT`_BOTTOM]] -::= [s0; [2 Left`-bottom table corner anchored to left`-bottom plot corner]] -::^ [s0;i150;O0; [2 LEGEND`_ANCHOR`_RIGHT`_BOTTOM]] -::= [s0; [2 Right`-bottom table corner anchored to right`-bottom plot]]}}&] -[s0;2 &] -[s0;2 &] -[s0; [2 The distance to the corner is set with SetLegendPosX(int x) -and SetLegendPosY(int y).]&] -[s0;2 &] -[s0; [2 The positions and how distances are measured are shown in next -plots:]&] -[s0;2 &] -[s0;= [2 -@@image:2287&1554 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) -]&] -[s0;2 &] -[s0; [2 It is possible to use negative values of posX, specially when -legend table is anchored to right corners. For example to get -this:]&] -[s0;2 &] -[s0;= [2 -@@image:2099&1213 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) -]&] -[s0; ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/LegendTable_en-us.tppi b/uppsrc/ScatterDraw/srcdoc.tpp/LegendTable_en-us.tppi deleted file mode 100644 index 4ce858ff1..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/LegendTable_en-us.tppi +++ /dev/null @@ -1,242 +0,0 @@ -TITLE("2 Legend Table") -COMPRESSED 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-32,168,38,209,81,175,192,227,147,36,236,23,196,190,182,77,73,220,217,4,164,79,87,42,113,90,148,216,235,157,148,163,207,226,172,62,89,111,194,156,208,113,77,85,88,67,201,79,82,183,192,9,69,40,240,214,72,150,8,11,168,36,95,112,81,252,63,223,248,192,209,6,72,230,181,206,191,188,226,127,254,231,239,87,179,252,159,255,253,223,255,11,119,94,217,15, - diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/Overview_en-us.tpp b/uppsrc/ScatterDraw/srcdoc.tpp/Overview_en-us.tpp deleted file mode 100644 index 2dfc000c8..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/Overview_en-us.tpp +++ /dev/null @@ -1,278 +0,0 @@ -topic "1 Overview"; -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s0; [*R+184 ScatterDraw Overview]&] -[s0;2 &] -[s0; [2 ScatterCtrl`_Demo package does a visual review of ][^topic`:`/`/ScatterDraw`/src`/ScatterDraw`$en`-us^2 S -catterDraw][2 and ][^topic`:`/`/ScatterCtrl`/src`/ScatterCtrl`$en`-us^2 ScatterCtrl][2 -class features. Here there are some screenshots:]&] -[s0;2 &] -[s0;2 &] -[s0;i150;O0; [*2 General view]&] -[s0;2%- &] -[ {{4561:5439f0;g0;^ [s0;# [2 Demo program contains control samples listed in left table.]&] -[s0;#2 &] -[s0;# [2 All of them have different export possibilities like:]&] -[s0;#i150;O0; [2 Print Preview]&] -[s0;#i150;O0; [2 Export as PNG]&] -[s0;#i150;O0; [2 Export as JPEG]&] -[s0;#i150;O0; [2 Export as EMF]&] -[s0;#i150;O0; [2 Copy to Clipboard]&] -[s0;#2 &] -[s0;# [2 ScatterCtrl uses Painter or Draw as selected in Painting Mode.]] -::= [s0;= [*R2 -@@image:2386&1548 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) 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-]]}}&] -[s0;2 &] -[s0;2 &] -[s0;i150;O0; [*2 Parametric Functions]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 While PlotFunction() functions just return the vertical axis, -PlotParaFunction() functions return the XY coordinates of every -point.]&] -[s0;#2 &] -[s0;# [2 This options lets full freedom inserting XY series.]] -::= [s0;= [*R2 -@@image:2110&1645 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-]]}}&] -[s0;2 &] -[s0;*2 &] -[s0;i150;O0; [*2 Formatting]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 ScatterDraw lets to insert X and Y labels, XY scaling and -range, point format and size and standard or user defined axis -labels formating.]&] -[s0;#2 &] -[s0;# [2 In addition SetMouseHandling(true) lets to use the mouse to -zoom and move the graphs in X axis.]] -::= [s0;= [*R2 -@@image:2090&1625 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) 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) 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5fSXl5uVPDCO1ftWoV2SJF27F43R6btqdNm1a3LxPaY9s2/iW/rd4pmdIem7ZjP3tet8embduyhWaI7777zmzZssV07NixLkPoGIvly5c74y0GDx5Mn0gaiP0MAd7hX+aDd3jnBbZliwMPPFAee+wx8/jjj5uDDjqoLkNMmDBBZsyYYYqLi83UqVPJFgAAAB5hW7bQ/hCde6rjLd555526/evXrzcDBgwQXeOisrKy3ueTLQAAANKLbdmiuSJbJA/1QbzDP/vAO7zzArIFuIXzDO/wzz7wDu+8gGwBAAAAqYRsAQAAAKmEbAFuoT6Id/hnH3iHd15AtgC3cJ7hHf7ZB94lx+LF28zYsQvMuHELnL+9bo9tkC0AAAB2UVGx04waVSYFBeukfftd6N+6Tx/zun22QLYAAADYhWaI/PxSadVqnYlE9+ljXrfPFsgW4BZqq3iHf/aBd+7Rvg+tUcTmihD6GP0j7iBbgFv4jsI7/LMPvHPP7NmbjfaB1JctOnRYJ7Nmbfa8nTZAtgAAAPAZzQ2NZQvNH1630wbIFgAAAI31iZTSJ9IEyBbgFmqreId/9oF3TWP//ctrs0XsWM5SxnI2EbIFuIXvKLzDP/vAO/f86U+B2hwhtVRotpC8vC8lP7+EOahJQLYAAIBc59NPq0xhodRmCmOUH/94pzO2Qsdg0A/SdMgWAACQy2zf7jNHHFFTlyv69auRykrv22UzZAtwC7VVvMM/+8C7xrnuukBdrigoEFm0qArvmgnZAtzCeYZ3+GcfeNcwCxb4TZs24b6QO+8M4l0KIFsAAEAu8s03PtOjR7gv5IQTqpkHkiLIFgAAkIucfXZ1Xa7o0kWkpMT7NmULZAtwC/VBvMM/+8C7xDz4YMCEckWrViIvvujHuxRCtgC3cJ7hHf7ZB97Fs2JFldl99/AYi0suCSbsC8G75CFbAABArrB1q88cdlh4jMXBB9fIli3etyvbIFsAAECucOWV4fmm7duLfPRRledtykbIFuAW6oN4h3/2gXdhXn/db1q3DveF3H13AO/SBNkC3MJ5hnf4Zx94t4uvv/aZ/fYL54of/ajx+aZ4lzxkCwAAyHbOOCM833SffUS++sr7NmUzZAsAAMhm7r03PN9U+0Reey1+vimkFrIFuIX6IN7hn33kunf//W+VM2YzlC0uvzzxfFO8Sy1kC3AL5xne4Z995LJ3333nM4MGheebDh1aIzoHFe/SD9kCAACykUsvDdblit12E1m2jPmmLQXZAgAAso158/zOWt6hbHHffQ3PN4XUQrYAt1AfxDv8s49c9K601Ge6dg3nijPPTO7+prnoXaogW4BbOM/wDv/sIxe9GzkyPN+0e3eRDRvwrqUhWwAAQLZQXByeb9qmjcgbbzDf1AvIFgAAkA385z9VpqAg3BcyZUogqb4QaD5kC3AL9UG8wz/7yBXvNm/2mQEDwvNNi4pqZNs2vPMKsgW4hfMM7/DPPnLFu/Hjw/NNO3YU+eST5s83zRXv0gHZAgAAbOa556Lnm86Zw3xTryFbAACAraxd6zOdO4dzxbnnul/TG9IH2QLcQn0Q7/DPPrLZu507feb448PzTXv1qpHycrzLBMgW4BbOM7zDP/vIZu9uuy1YN980L0/knXdSO980m71LN2QLAACwjX/9q8q0bRvuC/mf/2G+aSZBtgAAAJvYtMlnfvCD8HzTo46qlh07vG8XhCFbgFuoD+Id/tlHNnr3i1+E55t26iTy2Wfpub9pNnrXUpAtwC2cZ3iHf/aRbd49+WQgYr6pyBNPpG++abZ515KQLQAAwAY+/7zKqVOEahYXXMB800yFbAEAAJmOjqcYPjw831THW3z7rfftgsSQLcAt1AfxDv/sI1u8u/HG8HxTnR+i80TwLnMhW4BbOM/wDv/sIxu8W7jQ76xfEcoW06cH8S7DIVsAAECmUlHhc9bbDOWK446rFl2P0+t2QcOQLQAAIFM577zwfFO9b8gXX3jfJmgcsgW4hfog3uGffdjs3aOPBurGWOh802efTe2a3tnsndeQLcAtnGd4h3/2Yat3q1ZVmY4dw2Msxo1r+fmmtnqXCZAtAAAgk9i2zWeKisJjLPr3r5HNm71vF7iHbAEAAJnE1KmBulxRUCCyeHH655tCaiFbgFuoD+Id/tmHbd69+abftGkT7gspLm6Z+abZ4F0mQbYAt3Ce4R3+2YdN3pWV+Uz37uFccfLJ1Z6u6W2Td5kG2QIAADKBs84Kr+ndtatIaan3bYLkIFsAAIDX3H9/9HzTl19u2fmmkFpszBavvvqq6dWrl/To0UNC+zZt2mSKioqkb9++UlJSUu9zyRbJQ30Q7/DPPmzwbvnyKrPbbuG+kIkTM+P+pjZ4l6nYli0+++wzc8ghh8iaNWui9k+ZMkWmT59uZs6cacaNGyf1PJ1s0Qw4z/AO/+wj073butVnhg4Nzzc95JAa+e4779tlg3eZjG3Z4rLLLpOnn346bv+QIUNkyZIlZunSpaZfv35kCwAAC7j88vB80/btpfZ7nPmm2YBt2WLgwIGi7e3WrZu89tprdfs7d+4sGzZsMGVlZaZTp05kCwCADOe11/ymdetwX8gf/hDwvE2QGmzLFoWFhXL//feb++67z5xxxhl1GSIvL0/8fr9R9O/Q/tWrVzvvL8SIESPMyJEjo+pcsXUvthNvx+J1e2zanjZtWt2+TGiPbdv4l/y2eqdkSntC2+vX+8y++4Zzxemn75pvmintS/TZ87o9Nm3bli3at28va9euNRUVFaZr1651GUIzx8aNG015eblTwwjtX7VqFdkiRduxeN0em7a5NuKfV9uZmi1OOy0837RTpx2iWSOT2pfos+d1e2zati1bHHDAAbJs2TInW+y11151GULHWCxfvtwZbzF48GD6RAAAMpR77gnPN9U+kfnzmW+abdiWLcaPHy9XXXWV3HvvvbW597S6DDFhwgSZMWOGKS4uNlOnTiVbAABkIB99VOWM2QxliyuuCGTEfFNILbZli/Xr1zt1iQMPPFA++eSTqP0DBgwQXeOisrKy3ueTLZIntvYFeId/mU8meadzSw8+ODzf9NBDa0TnoHrdLhu8sw3bskVzRbZIHs4zvMM/+8gk7yZMCNblCl0ra8WKzJ5vmkne2QbZAgAA0s1LL/mdtbxD2eKBB5hvms2QLQAAIJ18+aXPdOkSzhVnn+3t/U0h/ZAtwC3UB/EO/+wjE7w76aTwfNPu3Wvkm2+898UW72yFbAFu4TzDO/yzD6+9+/3vg3XzTdu0EXnrLXvmm3rtnc2QLQAAIB0sWlRlCgrCfSHXXMN801yBbAEAAKmmstJn+vULzzf94Q9rZPt279sFLQPZAtxCfRDv8M8+vPJu7NjwfNPCQpFVqzJ7vmkmeZcNkC3ALZxneId/9uGFd888Ez3f9LHH7JxvyucuecgWAACQKr74wmf22iucK3760yBjLHIQsgUAAKSCnTt95thjw/NNe/eukY0bvW8XtDxkC3AL9UG8wz/7aEnvbr01PN80L0/k3XftmW/qtXfZBtkC3MJ5hnf4Zx8t5d1771WZtm3DfSE33RT0/L3b4l02QrYAAIDm8O23PtOnT3i+6dFHV8uOHd63C7yDbAEAAM3h5z8Pzzfdc0+RNWvsm28KqYVsAW6hPoh3+Gcf6fbuL38JRMw3FXnqKTvnm3rhXTZDtgC3cJ7hHf7ZRzq9W726yuyxR3iMxS9/mV3zTfncJQ/ZAgAAmoqOpzjyyPB80wMPrJFNm7xvF2QGZAsAAGgq06YF6nJFfr7I//4vYywgDNkC3EJ9EO/wzz7S4d3bb/ud9StC2eL22+2fb9pS3uUKZAtwC+cZ3uGffaTau/Jyn+nZMzzfdMSIatH1OL1+nzZ4l0uQLQAAwC2jR4fnm+69t8jatd63CTIPsgUAALjhkUcCdWt663zT55+3e01vSB9kC3AL9UG8wz/7SJV3K1dWmY4dw2MsLroou+abptO7XIRsAW7hPMM7/LOPVHi3bZvPHH54eIzFQQfVyJYt3r83G7zLVcgWAADQEFdfHZ5v2q6dyH/+w3xTaBiyBQAA1Mff/+43rVuH+0JmzMieNb0hfZAtwC3UB/EO/+yjOd5t2OAz++8fzhWnnFKd9WMsUuVdrkO2ALdwnuEd/tlHc7z78Y/Da3p36yaybp3378cW73IdsgUAAMQye3Z4vqn2ibzyCvNNwT1kCwAAiGTZsirToUO4L+Syy7J/vimkFrIFuIX6IN7hn3001bvvv/eZIUPC800HD64R3ef1+7DBOwhDtgC3cJ7hHf7ZR1O9mzw5vKa31i7++9/cnW/K5y55yBYAAKDomIrI+aZ//CPzTSE5yBYAAKBzQHQuSChXjBqVW/NNIbWQLcAt1AfxDv/sw613p54anm+qa1ro2hZet91r+NwlD9kC3MJ5hnf4Zx9uvLvrruj5proWp9ftzgT43CUP2QIAIHf58MMq5x4hoWxx1VUB+kKg2ZAtAAByE72X6cCB4fmmw4bViN7z1Ot2gf2QLcAt1AfxDv/soyHvLr44PN90991FPv44d+ebNtU7aBiyBbiF8wzv8M8+6vPuhRf8tZki3Bfy0EPMN3XrHTQO2QIAILcoKfGZvfcO54rRo1nTG1IL2QIAIHfYudNnRowIzzft2bNGysu9bxdkF2QLcAv1QbzDP/uI9e6OO4J1803btBF5+23mm7r1DtxDtgC3cJ7hHf7ZR6R3//53lcnPD/eFXH89803degdNg2wBAJD9VFb6TN++4fmmRxxRLdu3e98uyE7IFgAA2cnixdvMrFmbzezZm82oUTvrcsUee4isXs18U0gfZAtwC/VBvMM/O6io2FmbJcqkoGCd5OeXSF7el7W5Yl0tFbWI+fOfmW/qBj53yUO2ALdwnuEd/tmB5or8/FLNEyaaUunevZwxFi7hc5c8ZAsAgOxB+0G0XhGfK3ahj+kxXrcTshuyBQCA/Xz6aZX5y18C5vjjv5fWrevPFh06rBMdg+F1eyG7IVuAW6gP4h3+ZQa61tX8+X7z298GzWmnVUuXLuF5pa1abTO7xlbUny10bKfX78EG+NwlD9kC3MJ5hnf41/LofUl1XYo//jFgxowJSv/+NdK6dWSWiCXQQLYopU+kCeTy5665kC0AADKHzz+vMk895TdXXBGQ4cOrpUOHhnJEmM6dRU45pVpuuilojjjimwRjOUuN7tNxnl6/R8h+yBYAAN6wcaPP/P3vfjN9etCMGlUt++zjLkcUFIgUFdXIpElB0fmkK1dGr1UROQdV+0AU/Vv36WNev2/IfsgW4Bbqg3iHf8mzY4fPfPBBlbnvvoD51a+CMnBgjej9PBrPEiJ9+tTI+ecH5a67Auaf/6wy33/v7t/Uvo9x4xaYsWMXGPpBmk42fO68gmwBbuE8wzv8c88XX/jMM8/4zVVXBeSYY6pl993d1SQ6dRI56aRq0Xt9vPyy36xfn3veZQp4lzxkCwCA5rFpk8+89Zbf/O53QfOTn1TL/vu7yxFt24ocdliNXHJJUB59NGCWL2cdbsgOyBYAAO7ZudNnliypMg89FDAXXhiUQYNqJC/PXd9Gz541Mnp0UIqLA2bhQr/ZssX79wOQDmzNFh9++GHtudqqbnvTpk2mqKhI+vbtKyUlJfU+j2yRPNQH8S4X/fvyS595/nm/mTo1IMcfXy2Fhe5qEnrciBHVcs01AXnhBb8pLc0972wH75LH1mxx6aWXSps2bSS0PWXKFJk+fbqZOXOmGTdunNT3PLJF8nCe4V22+6d1hHfe8Zvf/z5oRo+ulh499J7kjWcJrVsMGVIj48cH5eGHA+a//61y6hte+9aS3mUjeJc8NmaLJUuWmJtvvlki6xZDhgwR3b906VLTr18/sgUANMqyZVVmzpyAufjioBx6aI3o+Ac3NYnu3UXOOqta7rgjaBYs8JvKSu/fC0AmYWO2OOecc2TDhg1RfSKdO3d29pWVlZlOnTqRLQAgiq++8pmXXvKb664LyIknVovOx3CTI3R+x7HHVsvVVwfk2Wf9Zu1a798LQKZjW7ZYtmyZOffcc53sEJkt8vLyxO/3G0X/Du1fvXq18/5CjBgxwowcOTKqzhVb92I78XYsXrfHpu1p06bV7cuE9ti0ffvtc82ppz7prNOgazS4ef6f/vRX8+67VWbmzIA56qgS6dp1q6u+DV1vokePLXL88WvkgQcC5sMP9f5fmeVHU7f1s6dkSnts2o49d71uj03btmWLs88+WxYuXOj8HZktCgsLZePGjaa8vNypYYT2r1q1imyRou1YvG6PTdtki6Zvh9aWbNu2pJYvJD+/xFlbctiwJfLII89EHT9z5rzaPBEwEycGpU+fbyUvr9pVTWLffaX29dbJ+ef/17zxht98+23mvP9UbZMtyBZebNuWLWrzhDPOIhKVjrFYvny5M95i8ODB9IkAWI7mivh7Yqxz7olx5JHfyI03Bmt/J1TLXnu569vQ+3IcfXS1/OY3AfnrX/1mzRrWkgBIF7Zli0hF1i0mTJggM2bMMMXFxWbq1KlkCwCL0b4PrVHUd5/wXff5DNSbI/Q+oQMG1MgvfhGUWbMCZtGiKrN9u/fvCyBXyJZssX79ejNgwADRNS4qKyvrfQ7ZInlia1+Ad+li9uzNpn37xrLFtros0bWryOmnV8sttwTN3/7mN+Xl3r+HTIHPHt55gc3ZIhmRLZKH8wzvWopbbtli2rSpP1u0br1ORoz4Xp58MmBWr6ZvoyH47OGdF5AtACBT0LWrpk0LSEGBX3bVJhJli1Knv4T7egJkLmQLAMgEdHyl3m8jPG6iovbv2LGcpc5YTh3n6XV7AaB+yBbgFuqDeJcO9L5fep+O2PGYw4ZVyzHHfOPMO9X5p6E5qJordH6q1+22BT57eOcFZAtwC+cZ3qWSb77xmUmTgnH3EO3WTeSRRwJ1x2nfh66bNXbsrrWzvG63bfDZwzsvIFsAQEui9/DSNS+7dInOFHovj8svD0hFhfdtBIDmQbYAgJZC1+EeNqwmrv9D7++h9w3zun0AkBrIFuAW6oN4lyxffukzF1wQFF3TKjJT9O5d49z/C//SB97hnReQLcAtnGd411S2bvUZvQ95YWF0ptD1t2++OWi++w7/0g3e4Z0XkC0AIB28+qrf9OsX2/8hMnp0tXAvD4DshmwBAKlk1aoqc8YZ1XH3ND/44BrRe4163T4ASD9kC3AL9UG8a4jKSp+55pqAtGsXnSn23FPk7rsDzbpXWC74ly7wDu+8gGwBbuE8w7v6eOKJgOnePbr/o00bkXHjgrJ+Pf55Cd7hnReQLQAgWT78sMocc0z8mppHHlkt77/PmAqAXIVsAQBNpazMZyZMiF9Tc999RR57LOB5+wDAW8gW4Bbqg3ina2rOmhUwe+8dnSny80WuvDIg336Lf5kG3uGdF5AtwC2cZ7nt3dtv+83QofFrao4cWS0rVqS3/yMb/PMKvMM7LyBbAEBDrF3rM+efH4ybU9qnT428+CJzSgEgHrIFACRC19S87bag2X336Eyx224it94aNN9/730bASAzIVuAW6gP5o53L7/sNwceGL+m5rnnBuWLL/DPJvAO77yAbAFu4TzLfu9WrqwyP/pR/JzSwYNrZMEC7/o/bPEvE8E7vPMCsgUAbNrkM1dfHZCCguj+j732Ern33oDZscP7NgKAPZAtAHKbP/85YPbbT+LW1LzooqBs2OB9+wDAPsgW4Bbqg9nl3eLFVWb48Pj+D92nj3ndvkz3zxbwDu+8gGwBbuE8yw7vvv7aZ8aPD4rWJiIzxf77izz+eGauqZlJ/tkG3uGdF5AtAHIDHTPxhz8EnDEUkZlCx1hMmRIQHXPhdRsBIDsgWwBkP2+95TeDBsWvqalzQnRuiNftA4DsgmwBbqE+aJ93a9b4zDnnxK+p2bdvjcyda8+amnz28A7v7IJsAW7hPLPHO10z85Zbgs4ampGZomNHkdtvDzprbnrtSSb7l03gHd55AdkCILt4/nm/c6+P2DU1f/rToJSUeN8+AMh+yBYA2cHy5VXOPUljx1TovUvfecee/g8AsB+yBbiF+mBmevfttz7zm98EJD8/uv9j771FZs8OmJ07vX//mexftoN3eOcFZAtwC+dZ5nn36KMBs+++0ZkiL09k4sSgfPON9+870/3LBfAO77yAbAFgH++/X2WOOCK+/+OYY6rlww+ZUwoA3kK2ALCHr77ymV//OiitW0fXKrp3r5Enn8zMNTUBIPcgW4BbqA9659327T5z110B06lTdKZo107k2msDUlnp/XvMZP9yGbzDOy8gW4BbOM+88e6NN/zm4IPj55SOGlUtn36aG/0ffPbwDu/sgmwBkJl8/nmVOfvs6rg1Nfv3r5FXX2VOKQBkLmQLgMxiyxY9L4OmQ4foTFFYKHLnnUGzbZv3bQQAaAiyBbiF+mD6vXvmGb/p1Su6/0PHbY4ZE5TSUu/fR6b7B3iHd5kB2QLcwnmWPu+WLq0yJ5wQP6d02LAaeffd3BhT0Rz/AO/wLrMgWwB4R0WFz0yeHJS2baP7P7p2FXnwwexYUxMAcg+yBUB6Wbx4m5k1a7OZPXuz83do/0MPBUy3btGZQjPGpZcGpbzc+3YDACQL2QLcQn2waVRU7DSjRpVJQcE6yc8vcdC//9//+0YOOyy+/+P446tlyRL6PxLBZw/v8M4uyBbgFs6zpqG5Ij+/tDZDrDPR6L6KumzRs2eNPP00c0obgs8e3uGdXZAtAFKP9n1ojSI+V9QhBQV++Z//CYjOOfW6vQAAqYRsAZB6dGxF+/b1Z4s2bdbJLbds8bydAADpgGwBbqE+6I6yMp857bTvndpEfdmiQ4d1ovnD67baAp89vMM7uyBbgFs4zxpm3TqfueqqgHTsqHM/Ag1ki1KnvyRyzgg0DJ89vMM7uyBbADSPNWt8ZtKkoLRvLzFzP3S8ZuxYzlKj4zt1nKfX7QYASBdkC4DkWLmyyvz610HJz4/NFMYMGlQjjzzir5uDqn0giv6t+3R+qtftBwBIF2QLcAv1wV189FGVOe+8oOTlxWeKH/6wRl58MXo+qfZ9jBu3wIwdu8DQD5IcfPbwDu/sgmwBbsn18+xf/6oyo0ZVi947LDpTiBx7bLW8/nr9a1TkunfNBf/wDu/sgmwB0DD/+IffnHSSrqMZnylOPbVaFi5k3SsAgEjIFgCJeeUVvxk+PH5tbq1bnH12tSxaxPrcAACJIFuAW3KlPvjMM35z2GE1cZlC7yN2wQVBWbas6ZkiV7xLF/iHd3hnF2QLcEs2n2c7dvjMn/8cMAMHxmeKggKR8eODsnp18nWKbPauJcA/vMM7uyBbQC6zdavP3H9/wPTpE58pdttN5PLLg7J2rfftBACwCbIF5CKbN/vMzJkB0717/DzSPfYQufbagKxf7307AQBshGwBbsmG+uDGjT4zfXrQdO0anym6dBG59dagqajAu0wD//AO7+zCtmxx6623mm7dukn32h+cb775Zt3+TZs2maKiIunbt6+UlJTU+3yyRfLYfJ5t2OAz118fkD33jM8U++0nUlwcMJWVeJep4B/e4Z1d2JYtrrjiCqmoqDD33HOP6d+/v4T2T5kyRaZPn25mzpxpxo0bJ/U9n2yRW3z5pa/2MxOQ3XePzxS9e9fI7NkB8/333rcTACCbsC1bhLRlyxaze+0FI7Q9ZMgQWbJkiVm6dKnp168f2SLH+eyzKnPxxUFp1y4+UwwYUCOPPRYw27d7304AgGzE1myxaNEic9RRR9VliM6dO8uGDRtMWVmZ6dSpE9kiDdhQH1yxosr84hdB0bUoYjPF0KE18te/+s3OnXhnG/iHd3hnF7Zmi9GjR8vDDz9ct52Xlyd+v98o+ndo/+rVq533F2LEiBFm5MiRUZ+X2M8P24m3Y/G6PZHbv/vd/NrPRFDatInPFH37VsiUKW972r5p06bV7csEv2zbxr/kt9U7JVPaY9N27GfP6/bYtG1jttAxnIMHD5aampq6fYWFhbJx40ZTXl7u1DBC+1etWkW2yOLtd9+tMoceuj7hvT5OOKFa3nzTn1HtZZttttnOhW3bsoWOsxg0aJCsXLkyar+OsVi+fLkz3kJzR33Pp08kO3jjDb85/vjE9w87/fRqee897vUBAOAVtmWL8ePHy7vvvhu3f8KECTJjxgxTXFxspk6dSrZIA7H51Ateftlvjjgi/v5h2hdyzjlB+eCDzMwUmeCdzeAf3uGdXdiWLVrVXkgKCgqkXbt2Rglp/fr1ZsCAAaJrXFRWVtb7fLJF8nh1nunYy6ee8pshQxLfP+yXvwyKjuH02p9M9C5bwD+8wzu7sC1bNFdkC3vQOaJz5gRM//7xmaJ9e5EJE4Ly+eeZnSkAAHIRsgVkGrqW1axZAWdtq9hMoWtg/eY3ASkt9b6dAACQGLIFuCXd9UFdc7u4OOiswR2bKXSt7mnTAqJrd3vtQyZ6l+3gH97hnV2QLcAt6TrPyst95re/DZq9947PFN26idx+e9C5x5jX7z8TvcsV8A/v8M4uyBbgFXoP82uuCYje0zw2U3TvXiN33x0wW7Z4304AAGgaZAtoadau9ZnJk4Oy227xmeIHP6iRBx4ImK1bvW8nAAAkB9kC3NLc+uCnn1aZCy8MSkFBfKYYOLBGHn88YHbs8P59ZqJ3uQ7+4R3e2QXZAtyS7Hm2dGmV+dnPgpKXF58phg2rkeee83v+3jLVO8A/vMM7GyFbQLpYtKjKnHVWtbRuHZ8pjj66Wl59NfszBQBALkK2gFTzzjt+c8opie/1cfLJ1bJgAZkCACCbIVuAWxqrD86f7zfHHBOfKbRuceaZ1fL++7m7hia1VfzDO/vAu+QhW4AbFi/eZsaOXWDGjVvg/B352Asv+E1RUfwamjq+4vzzg7JkSe5mihB8R+Ef3tkH3iUP2QIaoqJipxk1qkwKCtZJ+/a70L/POKNMHn7Ybw45JD5T5OeLjB0blE8+IVMAAOQiZAtoCM0V+fmltflhnYlG91VE5YoOHUQuvTQoa9Z4324AAPAOsgXUh/Z9aI0iPlfUUftYwBQWikyZEpCvvvK+zZkKtVX8wzv7wLvkIVtAfcyevdloH0hD2eL0078333zjfVszHb6j8A/v7APvkodsAfUxa1bD2UIf0/zhdTsBACCzIFtAfTTcJ1LqPBY7ZwQAAIBsAQ2ReCxnqdF9+pjX7bMFaqv4h3f2gXfJQ7aAhoicg5qfX+Kgf+s+fczr9tkC31H4h3f2gXfJQ7YAN2jfh46t0DEY9IMAAEBDkC0AAAAglZAtwC3UB/EO/+wD7/DOC8gW4BbOM7zDP/vAO7zzArIFAAAApBKyBQAAAKQSsgW4hfog3uGffeAd3nkB2QLcwnmGd/hnH3iHd15AtgAAAIBUQrYAAACAVEK2ALdQH8Q7/LMPvMM7LyBbgFs4z/AO/+wD7/DOC8gWAAAAkErIFgAAAJBKyBbgFuqDeId/9oF3eOcFZAtwC+cZ3uGffeAd3nkB2QIAAABSCdkCAAAAUgnZAtxCfRDv8M8+8A7vvIBsAW7hPMM7/LMPvMM7LyBbAAAAQCohWwAAAEAqIVuAW6gP4h3+2Qfe4Z0XkC3ALZxneId/9oF3eOcFZAsAAABIJWQLAAAASCVkC3AL9UG8wz/7wDu88wKyBbiF8wzv8M8+8A7vvIBsAQAAAKmEbAEAAACphGwBbqE+iHf4Zx94h3deQLYAt3Ce4R3+2Qfe4Z0XkC0AAAAglZAtAAAAIJWQLcAt1AfxDv/sA+/wzgvIFuAWzjO8wz/7wDu88wKyBQAAAKQSsgUAAACkErIFuIX6IN7hn33gHd55QbZki02bNpmioiLp27evlJSU1Hsc2SJ5OM/wDv/sA+/wzguyJVtMmTJFpk+fbmbOnGnGjRsn9R1HtgAAAEgv2ZIthgwZIkuWLDFLly41/fr1I1sAAAB4RLZki86dO8uGDRtMWVmZ6dSpE9kiDVAfxDv8sw+8wzsvyJZskZeXJ36/3yj6d2j/6tWrnfcXYvDgwWbQoEHO+4amcfLJJ5uRI0d63g4bwTv8wzv7wLvkKSoqMmPGjPEyFqREhYWFsnHjRlNeXu7UMEL7V61aFZUtNFdovojcB+4YMWKEg9ftsBG8wz+8sw+8S54DDjjAHHHEEV7GgpRIx1gsX77cGW9Rmx0a7BNRUNOFd8kL75on/EteeJe88C55TZ482cF2TZgwQWbMmGGKi4vN1KlTyRZpEN4lL7xrnvAveeFd8sK75JUt3q1fv94MGDBAdI2LysrKeo/LlvfrhfAueeFd84R/yQvvkhfeJa9c807Hdn766adeN8NK4V3ywrvmCf+SF94lL7xLXniHEEIIIYQQQggh1HLavn27mTNnjhk2bFi9Yzoj5fZeJLmgYDBoXnzxRZ3XLTp/N9XHZ7NExLz99tvmvPPOk3nz5jV6/MKFC3VOtOj86YbGH+eKdI7XJZdcInfddVejx/797383ffr0kd13310uuOACCQQCLdDCzJV+b1133XVy2WWXNelzdO2118q5556b0589XbtA5wD8+Mc/btSHTz75xLRq1aqOgw8+OKe9a+q1VvXqq6+aXr16SY8ePazybufOnWb48OFyww03iP6/dyO39yLJBZ155plyxRVXyH777Sd6HqX6+GyW+qCfn8MOO0xeeOGFRo+/8847ne8qnTut+UL/m6v64x//aM455xw59dRTxc34rw8++MCsXLnSfPbZZ84Y7ieeeKIFWpmZmj9/vlHfNGM1JSfobyrNtrmcLfT8O/74451M5iYn6PG5nidCSuZaq+frIYccImvWrElz69Irt+/X7b1Ickl6/jQlKzT1+GyWfle7yRaROumkk0R/i+e6khlbPmnSJHnggQfS1CJ7pJ+5puSE66+/Xm666aaczhYhuc0MZIvEcnut1Qz39NNPp7k16Vfs+/3iiy+cHNG1a1d57bXX6va7vRdJLik2K2zZssW5/qk/+huzseNzWbHZQvuNfvWrXzl9H/XVrLt37y5ff/11i7UxU5UoW+i2fu7OOOMMZ13/SK1YscJZK+/zzz9vyWZmpBJlC70XRpcuXZy5+bpmcUg6T//000+XpuaRbFWizPDee++Znj17yg9+8IO6mmKoT6SgoEBOO+000doPcn+tHThwoFOX7NatW9R+2xT7fkeNGiXPPfec+ec//2kOOuigus9RffciyWXFZgXty9XPhPbrahbbsWNHg8fnsmKzhdbrx4wZI5pdtX6vtfxIPfvss854lZZuZyYqNltoPfGoo45yvNPvcj1/I4/Vc/y2227zoqkZp9icoPlBx5CVlpY6/XU333xz3WNax1YvyRa7FJstdOyUXgf18/fggw86/XW6v7q62rkPl34ejzvuOLnyyitz3juV22ut/r66//77zX333Wf0t0KLNzRFin2/+tsnNAYnMkPUdy+SXFZsVjj66KMlcgyT9ps1dHwuKzZbXHTRRVHezZ07t+6xrVu3mt69e8vHH3/sRVMzTrHZ4t57740aO3f77bdHHa++6e/Kf/3rXy3d1IxTbE74xz/+EeXdz372M+exzZs3m/79+zvjX8kWuxSbLbSOHemd/gaPfc5LL71kjjzyyJz3TuX2Wtu+fXtZu3atqaioMFrTaPGGpkix71czRKIxJG7vRZJLis0K+tuxobkPZIuwYrPFhRdeKHfccUfCY3Xsp14/0S7FZot77rnH6BjFhp4zceJEufvuu9PetkxXbE548803zdChQ+O803ldkddNJdfzRWy20HWedQ5SbB9cpNRvHQfaIg3McLm91h5wwAGybNkyJ1vstdde1noX+3617qw1rKqqqqj9bu9FkkuKzQpaU9Ualv7OdnN8Lis2WzzyyCPO2OjI/m7VK6+8Yq666io+bxGKzRbvv/++8x0Uu76fzhPRz5t+T+l8trfeequlm5pxis0W+nlr166dvPPOO06N381zclWx2aKmpsboHMmHHnrI6QeJldZ+TjzxRKE/bpfcXmvHjx8v+p2nv6e0j7Ml25gKxWby0PvW9Rc0x++5555yyimnRGVUN/ciyQXp+RXrnZ532mek55Lm0WOPPdYZ+9rQ8bko/Y6O9UK/u/X80t/e6t3hhx8u//nPf+qOb9u2rdR+/+s1wKmx5qpCYyciCWUMnc+g56x+1kKZTefI67b2Yd54443WfUelUupJfXWIRx991Bk3p78XdY59oufmcraIXa8ics0K7VNS3/bZZx/RuUiRx2tNQ8dQxY47yzUlc63VvoEDDzyQ36IIIYTQ/6m+GhBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIofTq/wMIlnYJ) -]]}}&] -[s0;2 &] -[s0;2 &] -[s0;i150;O0; [*2 Operations]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 Series dynamic handling is easy. This demo lets the user to -add and remove series at run time.]] -::= [s0;= [*R2 -@@image:2087&1526 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) -]]}}&] -[s0;2 &] -[s0; &] -[s0;i150;O0; [*2 Secondary Y axis]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 It is possible to add a secondary right side vertical Y axis -and scale data series to it. All secondary axis texts are in -][/2 italic][2 .]&] -[s0;#2 &] -[s0;# [2 In addition SetMouseHandling(true, true) lets to use the mouse -to zoom and move the graphs in X and Y axis.]] -::= [s0;= [*R2 -@@image:2090&1633 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 Big datasets]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 Big datasets are hard to handle. However there are two functions -that speed up dramatically ScatterDraw/ScatterCtrl response in -X axis sequential datasets like time series:]&] -[s0;2 &] -[s0;i150;O0; [2 SetSequentialX: Indicates that the data has been sequentially -inserted following X axis]&] -[s0;i150;O0; [2 SetFastViewX: Indicates that it will be viewed a point -per horizontal pixel. This point will be the average of all data -that is in that pixel]&] -[s0;2 ] -::= [s0;= [*R2 -@@image:2098&1345 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 User Graphs]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 It is easy to create new series and mark plotting routines.]&] -[s0;#2 &] -[s0;# [2 This a simple sample of deriving SeriesPlot and MarkPlot into -new user plotting primitives.]&] -[s0;2 ] -::= [s0;= [*R2 -@@image:2128&1646 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 Trend Lines]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 It is possible to fit a user data series into a known equation -linear (LinearEquation), polynomial (PolynomialEquation), Fourier -(FourierEquation) or others.]&] -[s0;#2 &] -[s0;# [2 Just declare the equation type and fit it to the data series. -This equation behaves as any other DataSeries so you can have -full access to it including adding it to ScatterDraw and ScatterCtrl.]&] -[s0;2 ] -::= [s0;= [*R2 -@@image:2149&1235 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 User equation]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 User entered equations by text can be plotted. In addition, -as they are also Dataset, raw data series can be Fit() to user -equations.]&] -[s0;#2 &] -[s0;# [2 UserEquation is based on ][^topic`:`/`/ScatterDraw`/src`/EvalExpr`$en`-us^2 Eval -Expr class][2 .]&] -[s0;2 ] -::= [s0;= [*R2 -@@image:1461&1098 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 User equation]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 UserEquation allows to enter user Strings as equations to -process and plot them.]&] -[s0;2 ] -::= [s0;= [*R2 -@@image:2159&1591 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 Range plot]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 RangePlot is a multi valued MarkStyle to include not just -a value but some of them and upper and lower values surrounding -it.]&] -[s0;# [2 Possible RangePlot values are:]&] -[s0;#i150;O0; [2 ALL: Paints all values]&] -[s0;#i150;O0; [2 MIN`_MAX: Paints just min and max values]&] -[s0;#i150;O0; [2 MIN`_AVG`_MAX; Paints min, max and average values]] -::= [s0;= [*R2 -@@image:2136&1714 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 Stacked plot]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 The values of different series matching same x values can -be added creating `"stacked`" plots.]&] -[s0;# [2 In addition, Set100() method forces all series values to sum -value 100.]&] -[s0;2 ] -::= [s0;= [*R2 -@@image:2164&1736 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 User paint]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 WhenPainter and WhenDraw functions allow to paint using Painter -or Draw different shapes using pixel based scale or real scatter -plot scale. ]&] -[s0;2 ] -::= [s0;= [R2 -@@image:2082&1677 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) -]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 2D surface]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0; [2 A 2D surface and legend including different rainbow color structures -can be added to normal scatter plots.]&] -[s0; [2 New functions have been added to manage isoline calculation -and legend plot on scatter series.]] -::= [s0;= [*R2 -@@image:2159&1732 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-]]}}&] -[s0; &] -[s0; &] -[s0;i150;O0; [*2 Pie Chart]&] -[s0;2%- &] -[ {{4548:5452f0;g0;^ [s0;# [2 A basic experimental PieChart plot is included with values -and legend.]&] -[s0;2 ] -::= [s0;= [*R2 -@@image:2132&1395 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-135,235,193,116,6,203,9,185,100,176,67,73,211,178,127,158,221,255,143,207,226,248,164,138,88,165,15,36,255,254,175,63,127,254,249,231,63,255,252,247,2,253,235,63,254,252,249,31,48,119,254,126, - diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/Responsiveness_en-us.tpp b/uppsrc/ScatterDraw/srcdoc.tpp/Responsiveness_en-us.tpp deleted file mode 100644 index 6786237ce..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/Responsiveness_en-us.tpp +++ /dev/null @@ -1,63 +0,0 @@ -topic "4 Responsiveness"; -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s0; [*R+184 Responsiveness]&] -[s0;2 &] -[s0; [2 From ][^https`:`/`/en`.wikipedia`.org`/wiki`/Responsive`_web`_design^2 Wikipedia`' -s Responsive Web Design][2 , it is an approach to web design that -makes web pages render well on a variety of devices and window -or screen sizes.]&] -[s0;2 &] -[s0; [2 Following this concept, Responsive() method has been added -to allow scatter plots to show similarly at different resolutions. -]&] -[s0;2 &] -[s0; [2 Two scenarios has been taken into account:]&] -[s0;2 &] -[s0;i150;O0; [2 The same plot may be shown at different screen sizes: -An application can be deployed to be used in different devices -and screen resolutions.]&] -[s0;i150;O0; [2 The same plot may be shown in a screen and in a high -resolution bitmap file: A plot that is properly viewed on screen, -may be submitted to be published in a book or a journal. Publishers -demand either vectorial or high resolution bitmaps (for example, -3000x3000 pixels) ]&] -[s0;2 &] -[s0; [2 However, letter font sizes, plot margins and line widths are -defined in pixels. ]&] -[s0;2 &] -[s0; [2 To solve this drawback, Responsive() considers that all plot -dimensions in pixels are applied to a 600x400 pixels reference -size, and scales up or down all dimensions if control size is -bigger or smaller.]&] -[s0;2 &] -[s0; [2 For example, let`'s consider the same plot with different configurations:]&] -[s0;2 &] -[ {{4916:5084f0;g0;^ [s0; [*2 Size(600, 400), Responsive(false)]&] -[s0; [2 Plot looks right]] -:: [s0; [*2 Size(6000, 4000), Responsive(false)]&] -[s0; [2 Size is so big that texts have vanished]] -:: [s0; [2 -@@rawimage:1924&1283 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) -]]}}&] -[s0;%- ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/Responsiveness_en-us.tppi b/uppsrc/ScatterDraw/srcdoc.tpp/Responsiveness_en-us.tppi deleted file mode 100644 index dfbde7837..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/Responsiveness_en-us.tppi +++ /dev/null @@ -1,2241 +0,0 @@ -TITLE("4 Responsiveness") -COMPRESSED 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-1,172,145,122,127,47,99,184,120,81,180,254,255,253,127,222,10,20,2,134,42,201,233,63,255,252,249,231,159,127,255,249,159,25,249,239,255,248,175,127,253,249,243,191,168,206,69,179, - diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/Units_en-us.tpp b/uppsrc/ScatterDraw/srcdoc.tpp/Units_en-us.tpp deleted file mode 100644 index f26e35243..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/Units_en-us.tpp +++ /dev/null @@ -1,19 +0,0 @@ -topic "3 Units"; -[ $$0,0#00000000000000000000000000000000:Default] -[{_}%EN-US -[s0; [*R+184 Units]&] -[s0;2 &] -[s0; [2 Series can include Y and X axis units. Function Units(const -String unitsY, const String unitsX) adds the:]&] -[s0;i150;O0; [2 Y units to the legend table and primary and secondary -Y label]&] -[s0;i150;O0; [2 X units to X label]&] -[s0;2 &] -[s0;= [2 -@@image:2255&1574 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4fZtu3j61fX7733krYV6lUfu+9UVmfCLKFOKCu3nabaTnJMWP+bZvnV05vP8r8nbGSOG7SfD0wMGB9a1CDh7DXjL79dv3UU8WOsQo9A02M1YswtDl0/vn828TvyZ181ap358378MILa86Rpx2/pk4dveGG8Ucfrdx//+sbN77C3I3ETJm0rjPUVvVcS2urmzbxxma3ut5e/m0W68W6NmL+gsuH9vw98wfGC4pOxYkEvmbr88/XvvhFq30e+JM/sdLPVOgxbP7N4M/4aafZz7j77uvqdw8eZLfe+s7cufvOOSeu20d8TZxY4w8O/vhYuPC1DRu2GSwTlqm2qu1aVlvdffPNznjzfz/+eLfvQ6RerGs55t9K2Gl04sW+fEfvb/xm6xoxf0lUV6yw2+fZZ8dMQsgu7eDPqaeO7twZ51fefpv386tTpgTb+Cmn1GfPri1fXl25shoY8/n2t6s33jjeSvEL+OLvzN+ff4rqvx1oRnUGhWZkmL9t4Px/rbSdKPdveLwQ3clQtk8mKL/0kr3esKeHX5uWo56RkfF58+x57fPPZ59+Gv5C9vTT5Tlzan675k7O/fzRRys7dowdORL3k3ftGi2VyvwxwR8W/JHhf9uLL67xT/QdnQqySe4yKGSY/1B/K3Enhvl7vL/eHjaErxYmYv7iiImmDN7P5719eypqxQqDSnTyaqk01urHh/3VH3/Mrrxy3GPO/EFw990V7uHpNfBHBn9wLFz4/84774jnU2bNqq9fr/sRQKRqiMhgMpRIyaCgUyBMUtjHivTYpt857NM1MP9YMk6edPWB1a83pFMgO2+/3RnvjPnGOz/96diMGa6wzOrV1Z075YdlrALh7+wPK/FHwOBgWdsCazpVQ0EGS63En0FhRIZcJE34tjf1VLHdDxHzJ075iSfa0e+f/cy0HN0EznRws/27v6s4CTz8Yvny6sGDOvQcOMAefrjCPV98BMyeXXvzzTEdHw8k8umnTgbF+OWXZ2sDnwiwt09O+OQTJ+BTuesu02pMwO/QVg6edYdym+Vm6xjvzJn1N97QbbzHjrH168viI4APUG6+ubp3r2YhIDl5zaCA+ceHyJAtUEb1b/7GDvh8+cvs+HGDSvTjyBjdudMZm2+96JHWPruNr/nzx/ft06fEA38EPPhgZerUth5+vW5dWV0XklrVGCexErkZFHQKhEnN9gn8Tgow/2gZo7t21VvpJmOvvWZQiRFEGWP3P2gPf3pOvWzCuxpsNkyJn48+YrzPLz6SVq2qKhJGsGrMkkyJ9AwKOgXCpGb7tOiQ6pkAIuZPlvGrr7bDHddea1qLSRpxngvHd/Z8wyqNPT29qxYf5ZZLCk8wSp3/g7Roz6DQjKxsn7b9h27SkByYfwRjr77qLE/KyuGh0tm7l910k92p/vyE3/y+R1++awKOH2eLFo3D/4lTefzxfGdQyM/2UXCgIxHzJzJkc8k4frz2pS/ZRvfd75pUYghum8uWvXfGGWUxnP6/lr5iZKVb/ALhsrnnO5qXLq3KXTNEoWroyGDdK2kc1NLK1q38/d+bkqEUTPjGh0jFiTIqd93l5CGw3/7WoBIjeCyU+/2SJVUrzmMkQ6OrAvGIX7hwfP9+M0rUQUQG617J+MKFdsDn4oslnn9Hp0AYzD/LiAtPyk88YVqObjzmOXt27a23hExOMfNz3jyai/E9f0Jvb233buwIZJ6xl15yVobE3DAqi8gxf++hXpjwVY+48ISbW8Gixh7bXLRo3J/fKmZ+lkslEzJjsXZtxUkBOvPM+rZtWAVmlAMH6n/4h6ZCqTqRk+2jYlmvABHzJzJks2RQWHhiqkB4L37p0rbzX3HFns2bg2VU16xxtldg6rfXSVwgW7eOcdufYO8OXeePA1NK5EJEButGibNkhj8CmOzV4HQKhClJ9ZQPzN8jQ9zKxuDWnUYKZP9+tmCBK1WGO3+ojGPH6q3lteX161VrS1Mgu3eP9vZKSwGl01YpyGCxlTRCqa3dQMZeftmUDD1ICfvIz+x3Q8T8iaB5605SJHBI7vk6O/9p8D/XChbMM82JE7U5c+xQ6p//uWk1ypEU9pmAmL8m8r7wJIKEsRG9nf+UeCJa8H+dlAcH7XKfMmX0gw9My1EOsn3iQ2HI1m6fBBaeaCsQboARs6IdZWjr/EspEClLACi0VToyWBwlQiehcs89xmRoBOYfH/MVd/Rou32uWWNSSRNtBcKd3zHDCy6ovf++Kx+yq/taaedfVoGkXwJgvq1SksHI9BDoFAiTF/NH2EcD5SefzEr4WiJbt445ff5rrkm4EipDkX8LLAHQSqZig7KQFPO3jvCykn6G+nN6kpdhhG5/cdondzwnzn/11ePJl1pqGdRLB0sA9JC5voEUtJ/hK8wP2wmizrgh9LeImL/ZIZvT7R+ZNu3lF180JUNEdYHwTr6T28Mvwvr8MWVomM5TUSD+ae44U8BEwgtEZLBoJRq7/XQKhEk9w7dt692c3974QeuZEfaLMH+x2//LlSuJtB+lBXLyJPvmN8edTm9E0COuDPWJfIoKxJPgGifNiYjJEJHBIpXo7PbTKRCmfcLXtxhYsPxw9ydi/gYpWrSfd26djEfe3ZUV7lC9hEcdfNRz9dX2o7Cnp86HA6YV5YVCRvst9Jp/0/tL4vhAfBqEbhNRdPMvWLTfM9eZfq8DEaWL95Vy4gSbPz/WUAjEp3LPPYXqVono3ditYe99paHWr/CXtSJGnczfGSuJ4ybN1wMDA9a3mj/332+4QYz2bxEwWyYDTeS+5+bNW664Yo/j/FdeuUduvWzbsGGktT76V9deK7dMRDEqypz3/2fM+MyZBHnuuW1SykTdtYgpDdZ1YFsd/fWvq5Mn292qUkmDHiL1Yl1LzPaJ90rH3q0oT2jP37Nm2HhBmaq41wYHnfb57qpVW9yYLRPp5s/7/B7nV1Evb99+u71EeuLEoYcekqh/i2Lz5zz++E/OOMNe9XDJJb/dtIlQW/Vfi5jSYF0HttXxBQvslnDJJXxkpUEPkXqxrvVu7OYxf34tHPeOmH8QnvZpWo5axGjP6tVVdR+k6KgOPYgLH5YtU1hK+ca1ab/pxfKquffeyrPPlj0/lJrtE+uV9ktbVxnK9tFPodqnuIxXqfOz5njfOaSP8lb/Yegsq3wibtr/ve+ZVqMWp7fwne9UxWMvtB/m4mT1u+I/rh9QNX9xxKSDkPapW0Y4EpWk6c0mk6Fipk9n1USPkog0EiIymE9Je96f177GeX/9BSIuk1y4cFxcJILDXOKjueLC2ifZGyoxnvbZ7T5mCWUoyPHTWTWenCiP/xNpJERkMLcSgxm/mgskepkkDnOhSXYz0rsl5jJeFWR9UX+0/4NgCrNpf8dlkpI2dusvQs9fH2ifesj+Ah+P/995p8w1EbmkIJv2x1kmicNc4qNtyBbdPmkOpRMgaxlvGhlyO/9GqoYX4/LlVWfx7wsvlE0p8UNEBnOUmN7fT0+BxFwmif3846OpJXdqn+RuqERIXMabqkCkdv5NVQ0fQF13nT2Amjy5vmPHGJFGQkQGaykxHujTUCDxg4GI+VPDePvUAKlgdT4K/NAhdtFF9tTJuefWP/gAmz/4yH6UryNd3VmyDnPBAe5yQPvUj+lQgCy44XPbt0p1zpxakY53jkU+nvIRdHtnIeYfHw1Dtjjtk9pQutvfku786QtE1iSg8arZvn3s9NPtP+XSS39j/PB34wXi8PKLL45Mm2a8W6W0QB55pLulf4j5x0d5S47X7adzQyVQ8sMfyl+aKqFAJKVXUaiajRvLznI5uRuiJoBCgVj8cuVKCt1+dQWye/doaw+w+uLFse4smD8dcj8sFX1pxQrT0R43eVpYcccdFSf5Bzv/N8h7NPXkSTZ3rj3jc9lltZi7VUkyfyHyo2DytxDmn/f2KUYkrr++62W8GsjuVv8eRkbYggXY+b9N7jftdwI+vPP//vtxq1uG+Qs7c/q+kwIR81c6hq089ljM9klnKB1fyQcfjE6frmouUlqBiJspffe7JpWk5rnntok7/+tcNy1CoUBIbeKnokDEgA9/CsT/RQWpnvJzf/Jv/r/7Xf1zn7Pb5+CgMRldElOJ6ixEiQXi2kZ1506DSlLCZTz++E+cHZP4QMDI5C+FAnE2RT/yx39sfPtu6QXC/yAx4NPVgFpSz1/I71GwzRsR81dH5Qc/sNpnrbeXiZuuZh/uOZ71R6YVdSDTW/17EPdKveOOIu78kO9N0fnNtXhx++aKH/CxkB/zl53nWc+7+Y/+6lf1VjR8bOtW03Ik4+w87+w8QBxXlOCpp0zLSUvmyl8mud6035PV31XAxwLZPvFRNIatfutbdpJhX59BGQnoqERPz1N6gVR++EO783/BBaybcAnBqjE78jJbIOKm6Fs3bKBQNbIKRMpKyRTm74T6i7K9g4qW3MgwtPyxpydmkJmgwwQScYqEThlJOHy43loQNPbjH5tUkhRRicGdHwwWiCd3l0jVSJEha418CvN3JnaLYv4qGP+zP7OHpd/6lmktMjG4S78UKnfeaQ/HvvEN01okULidH/K7KbrE3VFShX38+zrkensH6Yy98kq9NSAf/dWvTMuRBm+fJnfpl8KHH9ZPO80ekb3zjmk1EhDXWSxaZCb5Rxvlp56y/9Tcbdrf7R4OEeje1dM5wre9HMz5Uegjg4j5Sx45fvZZ7fzzrVqs/O3fGpORgjAlzgrTNLv0p5eRkuqSJfag7JZbzCpJQKAS/Ts/mCmQkZFab699Z915p0klPlLKSLCHQwQmzN9l8s4PfP/SJpfmX3nwQbsWP/c51k1YhEgzZnl3mNGf/9yejjntND4QMKgkAR2fy3p2fjBSIGP/9m92+5s2jR05YlCJnzQyku3hEIHuLZ29Fi98H+7+RMxfIq58wn/+Z9NypJGz2ML45ZfbHci77jKtRQ5F2Pkhf7VmkWwPhwh0b+ncDvtYowVxSVjo8rD8mb+z6rB2ySVZX0nkoHQPByO4+pCHD5uWI4esz8VHk2C8lgkS7+EQgak8/+ZDgD8juOE7T4oo87/++v9rCRbHTZqvBwYGrG9Tvs/bt99uO//EiUMPPdTt+4iYLZOBJtb188+/ct55v7ca51lnsVLp1czVS8D1yMhnM2Y40eOOrxfFGKyXjmXCneSMMyrOzg+bN6vSI6Lnb9/b1+fM1Ig/F9sq2XoJuz55kp1//iEn4LNpkxw9csy/1Z9v+Lho51FYVh/a8/eMJQJPps5ExXmut23YMHL22Vb7/PW11yZ4HxEj5eBcOzfUyAj76lf/0xmT3n//TzNXL2HXv1i92skbeXVwMPr1WzJi/pw1a3Y4UzPXXfcfivSI6Pjb9+wZP+UUJ0dLfE2mzf/736+KAR9ZeiTu6tmK/MecAbCsXtgDNDLmb2R9ogpys2+wSJ73EMhvxnj+ai1nqzMsxAwKWQEfC4nZPl2Zf2OeoPVbcbJ9jKxPlE6eTgxxyP3uYbmsNWZ65wf5JF2XTRnPKRhyMyikhH2sSI9t+lFhHyHLvx3gaf0wPF+U/yOF9YniiCkJOTor0GKLe99gpXs4RMtQXSAxx2ukqiaOkgzttt2R6B2ZiFRNVzJUZ1BImvANdHVp8HdV+gSMScr2I2vVIZFmzAp1Yki8c17oVE18JUp3ftBWIB33YiVSNfFleJ7Lw8PyIx4Z2tVTXexLB0GrDjNNHvZw6IaU57xQhkLPKiXt3Onsn8LAdEXkMmT+zDfrraJAFBG46jDTaN7DgQJ5OufFQ6Z7Vvl7LuuZi5eb6qn6MBdxgTO/0HwIeJqRo8RVhxQGsPr3cIgAsQU/CZSo6FkhIpdAhrYMCompnjaKj3HkzVL6SreYJG4/clcdGm/GYpTg0kt/YzxKgFlFPwmUqOhZYS6+WxnaTsFg2TzAXfoeF6pJsD8kWfK3h0N35DGf0MFgzyoZOcvC1bzzhvyN3eR7v9f8PV0U6sHXPXtyszO8hgwE+uRyJZFDlnpW+Vp/pz+DQs3GbpLj//6N3cQuSvp9rWOSbOQo3StMDWD9GQhZGUpLJvycFyIFwlIokduzUlogXeVOE6maCBn6Myiyle0jIvFEm5gkaT8KogSmmrE/A4H+DaWIsDgekQJh6ZS4e1apws4KC6TL3GkiVRMmw0gGRXbNX+JZluqInh/MELnfw6Er8rpvsIPYs+J3GcGWm6fcaVOnYGTX/Bl5/++YGZgVdGYgZIW8nhhi4bmzCPp/bsrfYAZFps2f6fX/bkeOilYdah7ARmQgEB9KKyXwnBciBcJkKJHi/4oKJLsnbHpkmM2gyGKqpwdPK1UXMeuq/ahbdaizGUdnINC8oTRB+JRwJkmJ3/+NyPCTIHeaSNWIMk6eNLyrqgLzj3uaS3w6HuPIW+nSpVVnOlLDydQdiLfqkD4F3MMhPrJ26qMMxchqLnKnecEuX962LCPnKaQ0/+AsT8V5/oHwxyidk6nzcWILqT0cKJKvPPMwqPl/DtZZeIr0zjvN3FwKev7yiXmAu+r1cTFHjqpXHeoZwMbJQCA4lNaMp66JFAiTXSaJ/V9+gSTNnSZSNVzD5s1biDxMsz7h60HMS+EDAbk7v8VqP+p7gxqaccwMBDo3lEEZ4ihv64YNFAqEKSiTZP4vXUbi3GkibZU7/xVX7KHg/CyV+Te28mx2+f2xH90xfxExI33ZMt1lWx4czHocGHs4dEde5nc6Yjz+k4PcaSJ9fouc9fwtnLWoukv42LH6rFl2Bsg99+j7XHnk7VxXLeRvP/kwtGXWBZL1E1uM+VIIZszfOb69gXMYQOh4oVvzZ2qesB1HjuX16+2PnDWLPwikfGgCGWno6hQJIkNpCjKcc16OfOELFHxJXZl0lVknUUbKJ6zxRmI2IhGImo3dosM+w6X+vr6W+Tesv/ly50KK+asYonZoP0K3nz8F0n9cQhkp6HYPB+M3FB0ZYkSi8thjZsUwxWUSP7NOmozUsTWzjUSci7zkkk80n0IVhvyef8fcn8YLSq0TXwTLD3f/BObPtIco9XT71YE9HFLCPT/r0z3x0bzzfKZzpzWXVXwUhH2iV/ha/+oc9yWe+xV6Blgy82c6Q5S6uv2KINs+s0Qx0v4dlGbWiWT6xBZeLJp36Y+PfPOPCN/UneW/ovk7L44yf2fIJg7f4lxv3rxl3ry9TohyzZodyd6HXwwMDFjf+l/jdPtHpk2zuv0J3j/mtYiU99y06aX58+32ecYZFat9xvndgSYq/kZZ9aL5euiBB2oTJwam/eeyTMQ44dKlVX6veV4jkuyzXtq06ch551mf8cmf/mni9zHSVnnn0zEf3i5+8IMddNoqUxPzD7d+57Tfzj1/zyxCmj9206YtToiyK3PzXIdV3Msvvuh0+3+5cqXqihNJ/57PPbftK1/5ndg+4/8uzN9zzf/7i0svDUz7z2uZ/MVf/B9nZH3FFXu4/4uvEUn2/v9+ww1OMO3VwcHE76O/rfrDDjrrJc613mwfz2OCW71w+LvsmL+I0rBG5Z57Mhrt589Bp1j0Z+7lk8Kk/Tuo2/y5EfA59VR7Gv3xx6W9r3qMr4mIg6E8/3YnX1G2jx9FIUrXwpNSSc6baoGP2Z0C4X3+u++G88uhOGn/Fqo2///009oXv2jPocybl6GzkDLh/EyO+Qu9d993Hc2/necf/ltSzJ/5QpTdtiZxxOTQXnhyySV6ErwDZXQL7+Q7RcEfAcl27JSiJD1EZDBBiZP2b2o5kuYyCfP/NDKqK1bYb3f22aPDwykVaiuQaOen01ZZLvbz7wpxkV23XRR/xbn6eD/7mSyR3croCk/jvOCC2vvvJ8xAINKSichgghLXePCJJwwq0Uag/yeWUeZ3ltU76enh1+nl6SmQjn1+Om2VSQr7uGZqQ3N2kiPR/JnEEKUY3f3e9yQqVIencS5cOI6sTkVUHn7Y6biy3/7WtBwdyIr/8H4+LzT7zlqxQrZMVWQl2uMgKebvbNGgYDd/2eYvq4m2F57MmpWJhSeeP3zp0iqRlYb55Pjx2pe+VKiZXybl5jp5cnzePDtodv75TOehtilIf+qZfnK5sVtHkjVRcchmcOFJspGjilk5ImNYIjKYT8nYq6/axX3KKaO7dxtUohNPS5s3b29XfYz2vrinnioxlKq0QPgf6Ox3FH1z0WmrLF+HuXRFAjNsV5zRtZwJ2o+ifAwiLZmIDBakZPyaa+x2cs01ZpXoJHl08ejR9r64a9ZIlKSuQPif5iwj6nhz0WmrTFLPX/4UrxsV5s9SWGL5n/7JWXhCfxcXVZl4IAaju3bxbr89QnztNdNy9OFpdb29tTg7G5SffDJbS2Y8K2WydXOZ2NWzaxSZP0tmjJ984sxGVf7hHxQJkwWc3zjO3FDty19mx4+blqOV7jKKhW5/JjbI8qyUydwayWLG/EU89rho0XjYDWoN2Yzfy/FHjqqdn8gYlogMFqbERG+BSJlwDWvW7IjpkEq7/dILJNlKGSL1YgHzZz6TnD279uabAVXJa+0njz1mfBQfs/3w5xJ/kCnt8xNpyURksHAl+uOERMrEkhErNqK42y+xQNKslCFSLxYpzJ/oGb7J8FQof6bffHN1717vy8avvtqev7v2WtWS0sAfXvwRhmgPFQq227OfjrOiWYn252mlDHr+IuvWladOrTs1y6/5T5xWajBzLz78gXXTTVVnQArnJ0KmN6WXQlQ+ZEai/TlbKQPz9/DRR4z3+UXz5D2WxsP9+PFjM2daPzK7Zids5MhbZuDDS78SzRCRwTop0XkcFZEy8cgIm1+rrlmjutufvkCkxFGJ1IuFoY3dukOn+Vt4wiaNXaBv/a/2N6ZX6we2n48/Zldd1W6Z/OG1ZEmVP8j0K9EPERmsoxKNuz0TKRO/DP/82rtP/czZt1ndvrgpC0RWHJVIvVgUbWO3+Jw4wW67zR4CfH3CLyo9rfZpYp+uaF5/fWzGjLp4Q731VpJdOoFqirbbcyCi///BhOMf9pxvz4aQ3Lc5x3HUAm7s1hVbt47N+IN2+/z1jMuPHSVU8fwJdccdlVYsuRFU5t+a2EIYxMX4bs9EsEKU/71ntVUav+85+78NfEjKVHnlrFtX0RlH1UwBN3brlsOLVjrt8/MTfjNrVn39+rLBfARn5OgZis6cWX/jDa0dfiJjWCIyWDwl4m7PlYceMqhEA9EyDj7T3rf5pgn/g///qqvG9+0zoMSP5+aSFUclUi8WmPCNRtxX3GqfrYmp+uBg2UjHjTeep5/+sWcoOn++qrsmWgmFlkxEBoutpPLYY3a1TZ48+v77BpWoJkKGuG/z//wvq8Q+zOuvy+/DxC8Qf5xHYhyVSL1YwPwj8OwrXiqVW/lo7VYRuBxMHXzE8cADAUNRUuNl0IGTJ2tz59rBn7lzWabzBZPh3rf5xIFDnujlsmXVAwd0iwq7ufIanIP5hxK0rzhvHuvXux4BYcvBpBP40RpSeoAKeIefd/vt4M8jj5iWoxv+J9uNWNi32ZO3MGVKY2r17bcTHjPXFcW8uXSbv7AauDU34MwXhE4WGDH/du5xq306Q7bAHsItt1R37VLSUHkX6OGHK/5Bh/GUHiJjWCIyWJdK2gaoIPhDpEwCZYzu3t1+8N13n/hPnoxl62vOnBofdKccCIQViOabi0i9WGg2/+FhISmo6fYN62+6vnPhR7/5lzdurLeifs6snKfieG/fsxyMf02fXr/xxvFnn03bVi14t2flympretD+mjZtZOXKdykMRYm0ZCIyWLdKVAZ/iJRJgAzxr77sMv9fPTLCnnmmzA3f8whIORDwKwm8uVTP5RGpFwtzi7y4+3OvFyw/3P01m//Y9u3100+3c4+vvz469/jNN8cuvNDbUFO21ffeG127tuJv/8YTjYBcxOBP9bbbTMvRQfzxzs6do/wO8pizNRDgdwe/R5IJwM3lYGqRV8vpxVUBoSsEdJr/6AcfNLrvVs9kzpw4R4jyfsKPflTmHf7W73nb6je+MX7vvZWOX9/+dvWGG8bPOSfgTS6+uPb008VqmQWhbYY9PeUXXjAtRy2ugE+8mQ4+gv6XfwkYCPAvfqfw+4XfNbi5kqF9kVcrwm8/H6z+f2fzd8ZK4rhJ/vWhQ78/7zy7TZx77qulkviagYEB69uI93nssZ/cfXdAvyLZF+/2XHnlngcfHBI/S0RHmYRfDzQxqyFmvei5FsXE/d3Nm//zq1+1h5mnnfbT++/PU5mI+AM+Xb0nHwjwe2Hy5IqUO8u6uVavrvKbS2eZEKkX69rYIi875h/a8/dsEq2jQEZGxq+7zhmTju3YkabieKO64oo9/kFrnK+zzhr9+tf3Pfts+eDBTjeU0cYD8/dcb0lg/lu2vPL887WLLrLqnvG6b274n48yEal+//vOM84K+CR4zw0btvL7go+yeTkl83w+POc31623vmNtrae5TIjUi3VtLtXTsnphhsB0zF/FAJw3MN5W4wxLrS8+wo1z1CnIGY1g47nndhVszBauDApJqa38TuH3C26uxBgz/1Y3n0i2jxiNLMjUGyBFV2kG2SLHf1qm0XuSV2B0qPXD8JkC5ebfKf3MQhwxGYSIDEZGCREZLLUSid1jImXCNbw6ONhtBoUiJUQKhIIMC6zwZbHTz4hUHBEZjIwSIjKYDCVOYDzlyi8iZfLK88+LGRSjw8OmlBApECIyLBSkespHqfknSD8DQBV52vbHl0FhWhBwIaXnL//4FjcKzf/EiTgBHwC0kZttfwq1hCGLyOn5x435J0SV+fOeyeLF8UfZRIZsRGQwMkqIyGDylKTf9sd4mVDLoDBeIKRkWBQ35j8yUl21ykn/jdPFIlJxRGQwMkqIyGASlXiCP93vNWO4TAT9h3p7KQyoiTQSIjIsCnqGr9v5q6tXS35/ANIhBn/4+DRb6ZFKNywFslBg/uKODXKQbP5wfpAF2hbKW+mqVVnxf2RQZIWU5u8P9ysI+Us2/8TOT2TIRkQGI6OEiAwmXYmnl9KN/xsrk88+q118sZNBsWXTpnxWTcZlWBQt1bOydm3iPj+RiiMig5FRQkQGU6Ekqf+bKZP9+8f7+sSAT56rJssyLAo14Tu2dauzgrK6bJmU9wRALSn6/zoZ3b271tvbVQYFMIu5w1y6QIr5N0KRZ55pz6AtXEghAwGAWJD3/0a3qnVz1SdOrNx9NzWFwE9Rsn3273e6JfyCf5vgPYgM2YjIYGSUEJHBlCrp0v91lkkjlOqcZnrmmWPbthmREQ0RJURkWGg/zCUJac3/xInx+fOdxsmHAMnehkjFEZHByCghIoOpVtKN/2sqE7ek2gUXeBI7i1I1WZNhYewwl25IZf7797edf+JEsVsCQMbw+P/SpSajl24xjVBqogE1MEW+J3y9k1Br10otPAC047HcBQvMWC6pxxBIhBzzFw/mlb/GK6H5B0xCpYPIkI2IDEZGCREZzFSwpbfXH8lUq+T48fFFi+IEoApXNRmRYSEx26c10UtgwndkpHLnnWGTUIkhUnFEZDAySojIYGanWbdu1aNk7M03a7Nn05p6iAERJURkWEjM9qFi/h9/PH7VVRGTUADkA9fYtqenungxO3BA4eft3Vu96ab2E4dk0imIj6xsH273tukbDfuMvf56fcYMTEKBguCZ1apPmcINefTttyV/zIEDlTvuqE+d2v6gqVPL69ZJ/hSgF/nZPgq2eohl/gcOVJctq0+aZDfOSZMq990nt1tCZMhGRAYjo4SIDGZwU4WFC9u23Pw68oUv/OKv/oodO5byvflzpLpyJX+mtN+cDzGWLGEffRTn14teNVRlWGjP9mk/JlrjA+cnoQOGaPMPaJ8zZ/IhgPSyIlJxRGQwMkqIyGAGlYyMlJ95pjZnjucRUJ81q7x+fZJHwNGj5aee8r9hbfbssbfeiv82qBqaMix0m/9QyR4YNPYDbbh9w/pbUwVh9h9o/qPvvVdZu9bfPsfnz2f79ukvSQCMM7pzZyMRSOwINR8B/Idj27ezw4c7vwW3/Sef5L/itf2LL+bPlwTHygCypDD/4O2cY6/zslYCC5Yf7v62+R8+zBtw5dFHx2+4oX7OOd5ODm+fc+Y02idmoEDBOXCg8vDDfgOvT5pUu/DC6vLl5VKJ951cv9K8uRoPDs9vTZlSXb2aP1MM/SVAIcYWedn5oeJmEKEbQ3CRvNG24/meL13tk8iQjYgMRkYJERmMmJKXX3yxvH59wCPA+TrnnNqll9bmzg2+uWbN4k8QdvBgShl0CoSCEiIyLAyZv9PLF3ODosw/oOlOn77v619/59ZbrfYplqqi64GBAetbDZ8VcS1iSoN1PdDErIYtZOrFI4ZImfBHwM+/8x3e26/Nnl0L6z65v0amTbNmCtLrETFbJmir/utUYR+hz+7e07lD2KcV7/cYvsv8PYGkRrM85RTegD+8/PJ3V62yljRSKEBc4zor16+88MJP77+/EThdvHj0rLNcIdNJk2pf+Up1xYqf//Vf8+cFHc24Vnet3/zdoX1h9//ImP/Yjh3syBEGAJAE70GVSyXeycfNVUx0m78vtJM420c/4kMTMhgZJURkMCihKoORUUJEhoXebB9x52fnda0fhq8Og/kTlMHIKCEig0EJVRmMjBIiMizyvaUzAACAQGD+AABQQGD+8SEyZCMig5FRQkQGgxKqMhgZJURkWMD840Ok4ojIYGSUEJHBoISqDEZGCREZFjB/AAAoIDB/AAAoIDD/+BAZshGRwcgoISKDQQlVGYyMEiIyLGD+8SFScURkMDJKiMhgUEJVBiOjhIgMC5g/AAAUEJg/AAAUEJh/fIgM2YjIYGSUEJHBoISqDEZGCREZFjD/+BCpOCIyGBklRGQwKKEqg5FRQkSGBcwfAAAKCMwfAAAKCMw/PkSGbERkMDJKiMhgUEJVBiOjhIgMC5h/fIhUHBEZjIwSIjIYlFCVwcgoISLDAuYPAAAFBOYPAAAFBOYfHyJDNiIyGBklRGQwKKEqg5FRQkSGhQHzb5z9K57X6xzsG3rsO8yfoAxGRgkRGQxKqMpgZJQQkWGh1/ybPt/f3y+Yf+NHzjnuIfZPxPwBACA3mAj7DAnmL1h+uPvD/AEAQC6mzT/s2gUR8ycyZCMig5FRQkQGgxKqMhgZJURkWBAwf6e3H2X+TomJpaf5emBgwPrWoAYPZstkoIlZDVvI1ItHDMrEg9kyQVv1XxMw/+Ce/wQ3xgsK17jGNa7zdG3a/IdLfa1rxPwBAEAXps0/S9k+4kMTMhgZJURkMCihKoORUUJEhoWBVE8H+wnQ+mFwvB/mT1QGI6OEiAwGJVRlMDJKiMiwwApfAAAoIDB/AAAoIDD/+BAZshGRwcgoISKDQQlVGYyMEiIyLGD+8SFScURkMDJKiMhgUEJVBiOjhIgMC5g/AAAUEJg/AAAUEJh/fIgM2YjIYGSUEJHBoISqDEZGCREZFjD/+BCpOCIyGBklRGQwKKEqg5FRQkSGBcwfAAAKCMwfAAAKCMw/PkSGbERkMDJKiMhgUEJVBiOjhIgMC5h/fIhUHBEZjIwSIjIYlFCVwcgoISLDAuYPAAAFBOYPAAAFBOYfHyJDNiIyGBklRGQwKKEqg5FRQkSGBcw/PkQqjogMRkYJERkMSqjKYGSUEJFhAfMHAIACAvMHAIACAvOPD5EhGxEZjIwSIjIYlFCVwcgoISLDgoD5Owf7hhzfDvMnKYORUUJEBoMSqjIYGSVEZFgYN/+G9Tdd37nwQ8T8AQAgN5g2f8Hyw90f5g8AAHIxbf5D/RP6SsP+axdEzJ/IkI2IDEZGCREZDEqoymBklBCRYUHA/J3ePsw/SzIYGSVEZDAooSqDkVFCRIYFAfMP7vlPAAAAoBJjxt9guNTXMvzImL9WUeEQUUJERp2MEiIy6lDig4iMOhklRGTUCSiJme2jV1QoRJQQkVEno4SIjDqU+CAio05GCREZdRJKWnn+wfH+BgRE2hBRQkRGnYwSIjLqUOKDiIw6GSVEZNQpKQEAAAAAAAAAAAAAecfZ7ceZAfb/xJCSoX4nS0qjkpA/vyEmfKZEj5L2D3RqCSoQp2q0FolHidA+dEvxl4mREiEiI/BW7byNmBYZRu7c6ALR7KvhDJXsYmmotW4p308MKRkeblWYTiXBf/5wqb+vT/cN5VMSkaSlW4b2uylQSfufwtYsalLS/nydSsJlaK4i/60aJ7FQvYym3/b3620cgUrM+Wos/K1W8x0VrUR/cQkyhvr7SiVDpSEoMWL+PhmmmoVfSej3upW4V9AYkGLJiLWEX70S23U7biOmXoZzbbDB+r2LwA3kwd9ozTTjgM8103zaMvgV/3hzVeYoaQ8cTSixZTTLodRvcgDrbSEEqsbuzhnq1bWrRhirGrppPCMhI7Xj/uNNmm1ANZjy1VD8Gk31MsXPbZmdmdtJmHrwtmdDSsQf6S4UR0ajHPpKzQ83Y3W+AjF2cwe1VZMFIgR7mjFnAzNl7numda2tegIdw0j7CPMuw6N3P4ExVCMSgz9XuxrhA8W+nZnxfNCfrluMIEP8aAMt2Xi8P0iJu6tgrK2Kj6CSmf5lewRksufvLhSjYRZ3e6AW76fZ6Xejtfp8Y0ZTKSVkC0Q0f+MFYubW9pWJ6L+mqibOP6gmaBLE7ISd+Zh/O3xMyvlJT/PG+Sd9MrSXS/gHak1e88lo915054MFFIiZzKOACWcT85uhLcRUPlZAboJ57zfe8zcZOYhATBy3AlT+n1BQoq31RPz5misvskBMJPkLBeL80GyB1A25XJAS4Wfmbpn2KFVvmQTeqp23EVMvw11EdJTQiv0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACgYcnZrsHY5CHofe/8DrK0HAADjSN80KfrcNyOnwgEAAPAA8wcAgKIhHJfgOi6teTHUPg0pYCPR9kaJ/jNS/aebOD+C+QMAAAUCz91oPhR8l+6zBFq/NdTvO3Agwulh/gAAQIEw8w88iUk8LCRse3TB3psvC300AAAAMEZi8w/zcK+9Ww8KhH0AAIASicw/6ijLAHsXzpSF+QMAAAmE7Pv45h9yeKD9GqGb730FzB8AAHIJUj0BAKCAYIUvAAAAADLG/wc2OIL0) -]&] -[s0;2 &] -[s0; [2 ScatterDraw only adds once every unit in X, Y and secondary -Y label.]&] -[s0;2 ]] \ No newline at end of file diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/Units_en-us.tppi b/uppsrc/ScatterDraw/srcdoc.tpp/Units_en-us.tppi deleted file mode 100644 index 88abe1b5f..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/Units_en-us.tppi +++ /dev/null @@ -1,61 +0,0 @@ -TITLE("3 Units") -COMPRESSED 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-100,183,109,161,37,21,32,38,51,121,44,103,246,253,54,207,173,255,218,51,101,31,72,101,174,16,23,242,237,163,102,244,178,241,153,167,148,220,210,128,186,37,1,72,35,248,41,177,86,231,29,90,11,185,151,85,15,94,178,137,38,149,3,190,36,20,140,195,205,251,254,212,232,177,59,114,234,106,161,136,1,20,243,243,179,62,236,253,112,177,71,0,51,46,21,173,90,195,248,129,57,81,55,18,40,38,37,207,57,39,121,163,223,52,221,195,61,244,56,66,171,251,184,147,68,181,235,219,133,199,164,48,177,220,35,104,182,225,155,70,56,170,85,133,86,237,30,34,108,90,107,195,74,167,116,121,248,99,88,43,22,220,174,177,53,74,117,40,31,10,152,68,66,137,58,25,179,191,54,56,28,225,228,94,116,178,235,160,66,110,55,194,50,234,210,79,196,25,174,38,124,51,170,53,159,7,202,42,28,174,183,248,78,117,21,72,207,155,221,19,39,181,146,18,159,122,247,224,28,129,95,157,21,169,80,92,222,163,16,11,195,175,84,84,92,26,175,11,182,40,226,24,104,192,148,5, -224,213,18,31,187,205,182,203,76,165,81,4,223,66,117,206,28,24,207,55,39,241,187,208,160,111,182,85,60,3,219,86,186,216,156,111,25,55,68,22,207,223,199,104,218,242,246,142,70,238,96,230,197,112,30,250,94,103,213,92,164,188,18,158,52,173,105,80,160,5,229,138,58,28,125,174,112,84,29,61,61,10,154,184,137,31,82,35,12,203,163,137,57,107,52,82,210,58,92,77,36,44,5,189,151,55,131,198,125,220,133,64,121,194,110,75,130,58,129,122,18,51,147,106,202,83,11,54,173,166,218,169,137,67,236,145,100,98,188,32,37,197,234,234,180,144,26,174,31,248,167,195,170,86,182,29,189,233,57,228,128,118,161,54,216,231,61,141,77,135,122,82,69,94,167,67,160,62,176,215,239,161,72,33,77,228,99,31,189,48,185,36,89,171,73,137,58,89,204,106,156,210,89,201,173,210,55,131,125,106,2,46,69,166,1,233,37,229,35,237,105,31,9,108,217,114,42,22,49,144,20,82,79,254,20,185,199,222,149,72,101,31,44,139,232,162,147,89,19,50,10,79,137,86,12,5, -57,124,193,159,234,58,215,146,13,235,103,200,138,143,234,96,121,22,156,9,97,133,38,52,93,119,71,148,64,136,131,122,58,137,69,176,201,23,192,186,55,155,38,166,92,217,219,96,189,14,64,212,73,4,181,165,9,189,221,130,139,159,3,155,89,113,80,219,80,139,50,70,119,199,81,83,223,136,166,24,231,177,98,246,206,167,82,152,68,161,145,243,202,160,0,35,60,9,88,7,55,109,162,190,197,228,147,51,55,134,157,220,123,12,231,29,117,94,80,148,143,37,219,40,102,228,191,5,77,253,193,32,203,252,91,27,12,163,224,19,172,208,165,9,76,115,131,140,8,0,112,165,165,209,136,156,14,55,109,189,180,203,139,17,181,223,10,47,230,74,38,139,185,32,237,93,111,65,62,18,91,184,234,25,210,251,172,110,30,171,80,130,75,205,130,195,36,186,112,16,251,98,19,237,37,128,221,142,104,167,231,38,93,67,228,198,156,238,176,22,219,243,5,7,217,50,213,111,182,153,33,242,11,189,208,116,113,173,104,133,53,199,4,183,25,188,31,103,22,71,222,1,169,124,80,208, -11,188,221,100,232,232,46,180,156,11,200,139,113,101,21,251,221,76,22,165,2,132,209,219,122,235,244,211,94,195,83,250,124,32,242,227,154,200,220,241,124,63,71,20,142,156,54,230,125,95,74,215,18,97,246,42,2,124,241,58,191,227,231,148,51,188,220,176,139,168,32,127,251,138,199,119,11,31,143,100,224,134,112,249,209,181,245,250,19,160,215,181,183,228,71,50,39,195,250,70,220,253,40,218,31,222,223,63,64,125,255,65,198,251,199,239,215,254,245,215,63,1,32,71,109,118, - diff --git a/uppsrc/ScatterDraw/srcdoc.tpp/all.i b/uppsrc/ScatterDraw/srcdoc.tpp/all.i deleted file mode 100644 index 3535d3825..000000000 --- a/uppsrc/ScatterDraw/srcdoc.tpp/all.i +++ /dev/null @@ -1,20 +0,0 @@ -TOPIC("2DSurfaces_en-us") -#include "2DSurfaces_en-us.tppi" -END_TOPIC - -TOPIC("LegendTable_en-us") -#include "LegendTable_en-us.tppi" -END_TOPIC - -TOPIC("Overview_en-us") -#include "Overview_en-us.tppi" -END_TOPIC - -TOPIC("Responsiveness_en-us") -#include "Responsiveness_en-us.tppi" -END_TOPIC - -TOPIC("Units_en-us") -#include "Units_en-us.tppi" -END_TOPIC -