Subversion Repositories Applications.papyrus

<?php

/*=======================================================================

// File:	JPGRAPH_PIE.PHP

// Description:	Pie plot extension for JpGraph

// Created: 	2001-02-14

// Ver:		$Id: jpgraph_pie.php 781 2006-10-08 08:07:47Z ljp $

//

// Copyright (c) Aditus Consulting. All rights reserved.

//========================================================================

*/

// Defines for PiePlot::SetLabelType()

DEFINE("PIE_VALUE_ABS",1);

DEFINE("PIE_VALUE_PER",0);

DEFINE("PIE_VALUE_PERCENTAGE",0);

DEFINE("PIE_VALUE_ADJPERCENTAGE",2);

DEFINE("PIE_VALUE_ADJPER",2);

//===================================================

// CLASS PiePlot

// Description: Draws a pie plot

//===================================================

class PiePlot {

    public $posx=0.5,$posy=0.5;

    protected $radius=0.3;

    protected $explode_radius=array(),$explode_all=false,$explode_r=20;

    protected $labels=null, $legends=null;

    protected $csimtargets=null;  // Array of targets for CSIM

    protected $csimareas='';		// Generated CSIM text

    protected $csimalts=null;		// ALT tags for corresponding target

    protected $data=null;

    public $title;

    protected $startangle=0;

    protected $weight=1, $color="black";

    protected $legend_margin=6,$show_labels=true;

    protected $themearr = array(

	"earth" 	=> array(136,34,40,45,46,62,63,134,74,10,120,136,141,168,180,77,209,218,346,395,89,430),

	"pastel" => array(27,415,128,59,66,79,105,110,42,147,152,230,236,240,331,337,405,38),

	"water"  => array(8,370,24,40,335,56,213,237,268,14,326,387,10,388),

	"sand"   => array(27,168,34,170,19,50,65,72,131,209,46,393));

    protected $theme="earth";

    protected $setslicecolors=array();

    protected $labeltype=0; // Default to percentage

    protected $pie_border=true,$pie_interior_border=true;

    public $value;

    protected $ishadowcolor='',$ishadowdrop=4;

    protected $ilabelposadj=1;

    protected $legendcsimtargets = array();

    protected $legendcsimalts = array();

    protected $adjusted_data = array();

    public $guideline = null;

    protected $guidelinemargin=10,$iShowGuideLineForSingle = false;

    protected $iGuideLineCurve = false,$iGuideVFactor=1.4,$iGuideLineRFactor=0.8;

//---------------

// CONSTRUCTOR

    function PiePlot($data) {

	$this->data = array_reverse($data);

	$this->title = new Text("");

	$this->title->SetFont(FF_FONT1,FS_BOLD);

	$this->value = new DisplayValue();

	$this->value->Show();

	$this->value->SetFormat('%.1f%%');

	$this->guideline = new LineProperty();

    }

//---------------

// PUBLIC METHODS

    function SetCenter($x,$y=0.5) {

	$this->posx = $x;

	$this->posy = $y;

    }

    // Enable guideline and set drwaing policy

    function SetGuideLines($aFlg=true,$aCurved=true,$aAlways=false) {

	$this->guideline->Show($aFlg);

	$this->iShowGuideLineForSingle = $aAlways;

	$this->iGuideLineCurve = $aCurved;

    }

    // Adjuste the distance between labels and labels and pie

    function SetGuideLinesAdjust($aVFactor,$aRFactor=0.8) {

	$this->iGuideVFactor=$aVFactor;

	$this->iGuideLineRFactor=$aRFactor;

    }

    function SetColor($aColor) {

	$this->color = $aColor;

    }

    function SetSliceColors($aColors) {

	$this->setslicecolors = $aColors;

    }

    function SetShadow($aColor='darkgray',$aDropWidth=4) {

	$this->ishadowcolor = $aColor;

	$this->ishadowdrop = $aDropWidth;

    }

    function SetCSIMTargets($targets,$alts=null) {

	$this->csimtargets=array_reverse($targets);

	if( is_array($alts) )

	    $this->csimalts=array_reverse($alts);

    }

    function GetCSIMareas() {

	return $this->csimareas;

    }

    function AddSliceToCSIM($i,$xc,$yc,$radius,$sa,$ea) {

        //Slice number, ellipse centre (x,y), height, width, start angle, end angle

	while( $sa > 2*M_PI ) $sa = $sa - 2*M_PI;

	while( $ea > 2*M_PI ) $ea = $ea - 2*M_PI;

	$sa = 2*M_PI - $sa;

	$ea = 2*M_PI - $ea;

	// Special case when we have only one slice since then both start and end

	// angle will be == 0

	if( abs($sa - $ea) < 0.0001 ) {

	    $sa=2*M_PI; $ea=0;

	}

	//add coordinates of the centre to the map

	$xc = floor($xc);$yc=floor($yc);

	$coords = "$xc, $yc";

	//add coordinates of the first point on the arc to the map

	$xp = floor(($radius*cos($ea))+$xc);

	$yp = floor($yc-$radius*sin($ea));

	$coords.= ", $xp, $yp";

	//add coordinates every 0.2 radians

	$a=$ea+0.2;

	// If we cross the 360-limit with a slice we need to handle

	// the fact that end angle is smaller than start

	if( $sa < $ea ) {

	    while ($a <= 2*M_PI) {

		$xp = floor($radius*cos($a)+$xc);

		$yp = floor($yc-$radius*sin($a));

		$coords.= ", $xp, $yp";

		$a += 0.2;

	    }

	    $a -= 2*M_PI;

	}

	while ($a < $sa) {

	    $xp = floor($radius*cos($a)+$xc);

	    $yp = floor($yc-$radius*sin($a));

	    $coords.= ", $xp, $yp";

	    $a += 0.2;

	}

	//Add the last point on the arc

	$xp = floor($radius*cos($sa)+$xc);

	$yp = floor($yc-$radius*sin($sa));

	$coords.= ", $xp, $yp";

	if( !empty($this->csimtargets[$i]) ) {

	    $this->csimareas .= "<area shape=\"poly\" coords=\"$coords\" href=\"".$this->csimtargets[$i]."\"";

	    $tmp="";

	    if( !empty($this->csimalts[$i]) ) {

		$tmp=sprintf($this->csimalts[$i],$this->data[$i]);

		$this->csimareas .= " title=\"$tmp\"";

	    }

	    $this->csimareas .= " alt=\"$tmp\" />\n";

	}

    }

    function SetTheme($aTheme) {

	if( in_array($aTheme,array_keys($this->themearr)) )

	    $this->theme = $aTheme;

	else

	    JpGraphError::RaiseL(15001,$aTheme);//("PiePLot::SetTheme() Unknown theme: $aTheme");

    }

    function ExplodeSlice($e,$radius=20) {

	if( ! is_integer($e) )

	    JpGraphError::RaiseL(15002);//('Argument to PiePlot::ExplodeSlice() must be an integer');

	$this->explode_radius[$e]=$radius;

    }

    function ExplodeAll($radius=20) {

	$this->explode_all=true;

	$this->explode_r = $radius;

    }

    function Explode($aExplodeArr) {

	if( !is_array($aExplodeArr) ) {

	    JpGraphError::RaiseL(15003);

//("Argument to PiePlot::Explode() must be an array with integer distances.");

	}

	$this->explode_radius = $aExplodeArr;

    }

    function SetStartAngle($aStart) {

	if( $aStart < 0 || $aStart > 360 ) {

	    JpGraphError::RaiseL(15004);//('Slice start angle must be between 0 and 360 degrees.');

	}

	$this->startangle = 360-$aStart;

	$this->startangle *= M_PI/180;

    }

    function SetFont($family,$style=FS_NORMAL,$size=10) {

	JpGraphError::RaiseL(15005);//('PiePlot::SetFont() is deprecated. Use PiePlot->value->SetFont() instead.');

    }

    // Size in percentage

    function SetSize($aSize) {

	if( ($aSize>0 && $aSize<=0.5) || ($aSize>10 && $aSize<1000) )

	    $this->radius = $aSize;

	else

	    JpGraphError::RaiseL(15006);

//("PiePlot::SetSize() Radius for pie must either be specified as a fraction [0, 0.5] of the size of the image or as an absolute size in pixels  in the range [10, 1000]");

    }

    function SetFontColor($aColor) {

	JpGraphError::RaiseL(15007);

//('PiePlot::SetFontColor() is deprecated. Use PiePlot->value->SetColor() instead.');

    }

    // Set label arrays

    function SetLegends($aLegend) {

	$this->legends = $aLegend;

    }

    // Set text labels for slices

    function SetLabels($aLabels,$aLblPosAdj="auto") {

	$this->labels = array_reverse($aLabels);

	$this->ilabelposadj=$aLblPosAdj;

    }

    function SetLabelPos($aLblPosAdj) {

	$this->ilabelposadj=$aLblPosAdj;

    }

    // Should we display actual value or percentage?

    function SetLabelType($t) {

	if( $t < 0 || $t > 2 )

	    JpGraphError::RaiseL(15008,$t);

//("PiePlot::SetLabelType() Type for pie plots must be 0 or 1 (not $t).");

	$this->labeltype=$t;

    }

    // Deprecated.

    function SetValueType($aType) {

	$this->SetLabelType($aType);

    }

    // Should the circle around a pie plot be displayed

    function ShowBorder($exterior=true,$interior=true) {

	$this->pie_border = $exterior;

	$this->pie_interior_border = $interior;

    }

    // Setup the legends

    function Legend($graph) {

	$colors = array_keys($graph->img->rgb->rgb_table);

   	sort($colors);

   	$ta=$this->themearr[$this->theme];

   	$n = count($this->data);

   	if( $this->setslicecolors==null ) {

	    $numcolors=count($ta);

	    if( class_exists('PiePlot3D',false) && ($this instanceof PiePlot3D) ) {

		$ta = array_reverse(array_slice($ta,0,$n));

	    }

	}

   	else {

	    $this->setslicecolors = array_slice($this->setslicecolors,0,$n);

	    $numcolors=count($this->setslicecolors);

	    if( $graph->pieaa && ($this instanceof PiePlot) ) {

		$this->setslicecolors = array_reverse($this->setslicecolors);

	    }

	}

	$sum=0;

	for($i=0; $i < $n; ++$i)

	    $sum += $this->data[$i];

	// Bail out with error if the sum is 0

	if( $sum==0 )

	    JpGraphError::RaiseL(15009);//("Illegal pie plot. Sum of all data is zero for Pie!");

	// Make sure we don't plot more values than data points

	// (in case the user added more legends than data points)

	$n = min(count($this->legends),count($this->data));

	if( $this->legends != "" ) {

	    $this->legends = array_reverse(array_slice($this->legends,0,$n));

	}

	for( $i=$n-1; $i >= 0; --$i ) {

	    $l = $this->legends[$i];

	    // Replace possible format with actual values

	    if( count($this->csimalts) > $i ) {

		$fmt = $this->csimalts[$i];

	    }

	    else {

		$fmt = "%d"; // Deafult Alt if no other has been specified

	    }

	    if( $this->labeltype==0 ) {

		$l = sprintf($l,100*$this->data[$i]/$sum);

		$alt = sprintf($fmt,$this->data[$i]);

	    }

	    elseif( $this->labeltype == 1)  {

		$l = sprintf($l,$this->data[$i]);

		$alt = sprintf($fmt,$this->data[$i]);

	    }

	    else {

		$l = sprintf($l,$this->adjusted_data[$i]);

		$alt = sprintf($fmt,$this->adjusted_data[$i]);

	    }

	    if( $this->setslicecolors==null ) {

		$graph->legend->Add($l,$colors[$ta[$i%$numcolors]],"",0,$this->csimtargets[$i],$alt);

	    }

	    else {

		$graph->legend->Add($l,$this->setslicecolors[$i%$numcolors],"",0,$this->csimtargets[$i],$alt);

	    }

	}

    }

    // Adjust the rounded percetage value so that the sum of

    // of the pie slices are always 100%

    // Using the Hare/Niemeyer method

    function AdjPercentage($aData,$aPrec=0) {

	$mul=100;

	if( $aPrec > 0 && $aPrec < 3 ) {

	    if( $aPrec == 1 )

		$mul=1000;

		else

		    $mul=10000;

	}

	$tmp = array();

	$result = array();

	$quote_sum=0;

	$n = count($aData) ;

	for( $i=0, $sum=0; $i < $n; ++$i )

	    $sum+=$aData[$i];

	foreach($aData as $index => $value) {

	    $tmp_percentage=$value/$sum*$mul;

	    $result[$index]=floor($tmp_percentage);

	    $tmp[$index]=$tmp_percentage-$result[$index];

	    $quote_sum+=$result[$index];

	}

	if( $quote_sum == $mul) {

	    if( $mul > 100 ) {

		$tmp = $mul / 100;

		for( $i=0; $i < $n; ++$i ) {

		    $result[$i] /= $tmp ;

		}

	    }

	    return $result;

	}

	arsort($tmp,SORT_NUMERIC);

	reset($tmp);

	for($i=0; $i < $mul-$quote_sum; $i++)

	{

	    $result[key($tmp)]++;

	    next($tmp);

	}

	if( $mul > 100 ) {

	    $tmp = $mul / 100;

	    for( $i=0; $i < $n; ++$i ) {

		$result[$i] /= $tmp ;

	    }

	}

	return $result;

    }

    function Stroke($img,$aaoption=0) {

	// aaoption is used to handle antialias

	// aaoption == 0 a normal pie

	// aaoption == 1 just the body

	// aaoption == 2 just the values

	// Explode scaling. If anti anti alias we scale the image

	// twice and we also need to scale the exploding distance

	$expscale = $aaoption === 1 ? 2 : 1;

	if( $this->labeltype == 2 ) {

	    // Adjust the data so that it will add up to 100%

	    $this->adjusted_data = $this->AdjPercentage($this->data);

	}

	$colors = array_keys($img->rgb->rgb_table);

   	sort($colors);

   	$ta=$this->themearr[$this->theme];

	$n = count($this->data);

   	if( $this->setslicecolors==null ) {

	    $numcolors=count($ta);

	}

   	else {

	    // We need to create an array of colors as long as the data

	    // since we need to reverse it to get the colors in the right order

	    $numcolors=count($this->setslicecolors);

	    if( $n > $numcolors ) {

		$i = 2*$numcolors;

		while( $n > $i ) {

		    $this->setslicecolors = array_merge($this->setslicecolors,$this->setslicecolors);

		    $i += $n;

		}

		$tt = array_slice($this->setslicecolors,0,$n % $numcolors);

		$this->setslicecolors = array_merge($this->setslicecolors,$tt);

		$this->setslicecolors = array_reverse($this->setslicecolors);

	    }

	}

	// Draw the slices

	$sum=0;

	for($i=0; $i < $n; ++$i)

	    $sum += $this->data[$i];

	// Bail out with error if the sum is 0

	if( $sum==0 )

	    JpGraphError::RaiseL(15009);//("Sum of all data is 0 for Pie.");

	// Set up the pie-circle

	if( $this->radius <= 1 )

	    $radius = floor($this->radius*min($img->width,$img->height));

	else {

	    $radius = $aaoption === 1 ? $this->radius*2 : $this->radius;

	}

	if( $this->posx <= 1 && $this->posx > 0 )

	    $xc = round($this->posx*$img->width);

	else

	    $xc = $this->posx ;

	if( $this->posy <= 1 && $this->posy > 0 )

	    $yc = round($this->posy*$img->height);

	else

	    $yc = $this->posy ;

	$n = count($this->data);

	if( $this->explode_all )

	    for($i=0; $i < $n; ++$i)

		$this->explode_radius[$i]=$this->explode_r;

	if( $this->ishadowcolor != "" && $aaoption !== 2) {

	    $accsum=0;

	    $angle2 = $this->startangle;

	    $img->SetColor($this->ishadowcolor);

	    for($i=0; $sum > 0 && $i < $n; ++$i) {

		$j = $n-$i-1;

		$d = $this->data[$i];

		$angle1 = $angle2;

		$accsum += $d;

		$angle2 = $this->startangle+2*M_PI*$accsum/$sum;

		if( empty($this->explode_radius[$j]) )

		    $this->explode_radius[$j]=0;

		$la = 2*M_PI - (abs($angle2-$angle1)/2.0+$angle1);

		$xcm = $xc + $this->explode_radius[$j]*cos($la)*$expscale;

		$ycm = $yc - $this->explode_radius[$j]*sin($la)*$expscale;

		$xcm += $this->ishadowdrop*$expscale;

		$ycm += $this->ishadowdrop*$expscale;

		$img->CakeSlice($xcm,$ycm,$radius,$radius,

				$angle1*180/M_PI,$angle2*180/M_PI,$this->ishadowcolor);

	    }

	}

	$accsum=0;

	$angle2 = $this->startangle;

	$img->SetColor($this->color);

	for($i=0; $sum>0 && $i < $n; ++$i) {

	    $j = $n-$i-1;

	    if( empty($this->explode_radius[$j]) )

		$this->explode_radius[$j]=0;

	    $d = $this->data[$i];

	    $angle1 = $angle2;

	    $accsum += $d;

	    $angle2 = $this->startangle+2*M_PI*$accsum/$sum;

	    $this->la[$i] = 2*M_PI - (abs($angle2-$angle1)/2.0+$angle1);

	    if( $d == 0 ) continue;

	    if( $this->setslicecolors==null )

		$slicecolor=$colors[$ta[$i%$numcolors]];

	    else

		$slicecolor=$this->setslicecolors[$i%$numcolors];

	    if( $this->pie_interior_border && $aaoption===0 )

		$img->SetColor($this->color);

	    else

		$img->SetColor($slicecolor);

	    $arccolor = $this->pie_border && $aaoption===0 ? $this->color : "";

	    $xcm = $xc + $this->explode_radius[$j]*cos($this->la[$i])*$expscale;

	    $ycm = $yc - $this->explode_radius[$j]*sin($this->la[$i])*$expscale;

	    if( $aaoption !== 2 ) {

		$img->CakeSlice($xcm,$ycm,$radius-1,$radius-1,

				$angle1*180/M_PI,$angle2*180/M_PI,$slicecolor,$arccolor);

	    }

	    if( $this->csimtargets && $aaoption !== 1 ) {

		$this->AddSliceToCSIM($i,$xcm,$ycm,$radius,$angle1,$angle2);

	    }

	}

	// Format the titles for each slice

	if( $aaoption !== 2 ) {

	    for( $i=0; $i < $n; ++$i) {

		if( $this->labeltype==0 ) {

		    if( $sum != 0 )

			$l = 100.0*$this->data[$i]/$sum;

		    else

			$l = 0.0;

		}

		elseif( $this->labeltype==1 ) {

		    $l = $this->data[$i]*1.0;

		}

		else {

		    $l = $this->adjusted_data[$i];

		}

		if( isset($this->labels[$i]) && is_string($this->labels[$i]) )

		    $this->labels[$i]=sprintf($this->labels[$i],$l);

		else

		    $this->labels[$i]=$l;

	    }

	}

	if( $this->value->show && $aaoption !== 1 ) {

	    $this->StrokeAllLabels($img,$xc,$yc,$radius);

	}

	// Adjust title position

	if( $aaoption !== 1 ) {

	    $this->title->SetPos($xc,

			  $yc-$this->title->GetFontHeight($img)-$radius-$this->title->margin,

			  "center","bottom");

	    $this->title->Stroke($img);

	}

    }

//---------------

// PRIVATE METHODS

    function NormAngle($a) {

	while( $a < 0 ) $a += 2*M_PI;

	while( $a > 2*M_PI ) $a -= 2*M_PI;

	return $a;

    }

    function Quadrant($a) {

	$a=$this->NormAngle($a);

	if( $a > 0 && $a <= M_PI/2 )

	    return 0;

	if( $a > M_PI/2 && $a <= M_PI )

	    return 1;

	if( $a > M_PI && $a <= 1.5*M_PI )

	    return 2;

	if( $a > 1.5*M_PI )

	    return 3;

    }

    function StrokeGuideLabels($img,$xc,$yc,$radius) {

	$n = count($this->labels);

	//-----------------------------------------------------------------------

	// Step 1 of the algorithm is to construct a number of clusters

	// a cluster is defined as all slices within the same quadrant (almost)

	// that has an angualr distance less than the treshold

	//-----------------------------------------------------------------------

	$tresh_hold=25 * M_PI/180; // 25 degrees difference to be in a cluster

	$incluster=false;	// flag if we are currently in a cluster or not

	$clusters = array();	// array of clusters

	$cidx=-1;		// running cluster index

	// Go through all the labels and construct a number of clusters

	for($i=0; $i < $n-1; ++$i) {

	    // Calc the angle distance between two consecutive slices

	    $a1=$this->la[$i];

	    $a2=$this->la[$i+1];

	    $q1 = $this->Quadrant($a1);

	    $q2 = $this->Quadrant($a2);

	    $diff = abs($a1-$a2);

	    if( $diff < $tresh_hold ) {

		if( $incluster ) {

		    $clusters[$cidx][1]++;

		    // Each cluster can only cover one quadrant

		    // Do we cross a quadrant ( and must break the cluster)

		    if( $q1 !=  $q2 ) {

			// If we cross a quadrant boundary we normally start a

			// new cluster. However we need to take the 12'a clock

			// and 6'a clock positions into a special consideration.

			// Case 1: WE go from q=1 to q=2 if the last slice on

			// the cluster for q=1 is close to 12'a clock and the

			// first slice in q=0 is small we extend the previous

			// cluster

			if( $q1 == 1 && $q2 == 0 && $a2 > (90-15)*M_PI/180 ) {

			    if( $i < $n-2 ) {

				$a3 = $this->la[$i+2];

				// If there isn't a cluster coming up with the next-next slice

				// we extend the previous cluster to cover this slice as well

				if( abs($a3-$a2) >= $tresh_hold ) {

				    $clusters[$cidx][1]++;

				    $i++;

				}

			    }

			}

			elseif( $q1 == 3 && $q2 == 2 && $a2 > (270-15)*M_PI/180 ) {

			    if( $i < $n-2 ) {

				$a3 = $this->la[$i+2];

				// If there isn't a cluster coming up with the next-next slice

				// we extend the previous cluster to cover this slice as well

				if( abs($a3-$a2) >= $tresh_hold ) {

				    $clusters[$cidx][1]++;

				    $i++;

				}

			    }

			}

			if( $q1==2 && $q2==1 && $a2 > (180-15)*M_PI/180 ) {

			    $clusters[$cidx][1]++;

			    $i++;

			}

			$incluster = false;

		    }

		}

		elseif( $q1 == $q2)  {

		    $incluster = true;

		    // Now we have a special case for quadrant 0. If we previously

		    // have a cluster of one in quadrant 0 we just extend that

		    // cluster. If we don't do this then we risk that the label

		    // for the cluster of one will cross the guide-line

		    if( $q1 == 0 && $cidx > -1 &&

			$clusters[$cidx][1] == 1 &&

			$this->Quadrant($this->la[$clusters[$cidx][0]]) == 0 ) {

			$clusters[$cidx][1]++;

		    }

		    else {

			$cidx++;

			$clusters[$cidx][0] = $i;

			$clusters[$cidx][1] = 1;

		    }

		}

		else {

		    // Create a "cluster" of one since we are just crossing

		    // a quadrant

		    $cidx++;

		    $clusters[$cidx][0] = $i;

		    $clusters[$cidx][1] = 1;

		}

	    }

	    else {

		if( $incluster ) {

		    // Add the last slice

		    $clusters[$cidx][1]++;

		    $incluster = false;

		}

		else { // Create a "cluster" of one

		    $cidx++;

		    $clusters[$cidx][0] = $i;

		    $clusters[$cidx][1] = 1;

		}

	    }

	}

	// Handle the very last slice

	if( $incluster ) {

	    $clusters[$cidx][1]++;

	}

	else { // Create a "cluster" of one

	    $cidx++;

	    $clusters[$cidx][0] = $i;

	    $clusters[$cidx][1] = 1;

	}

	/*

	if( true ) {

	    // Debug printout in labels

	    for( $i=0; $i <= $cidx; ++$i ) {

		for( $j=0; $j < $clusters[$i][1]; ++$j ) {

		    $a = $this->la[$clusters[$i][0]+$j];

		    $aa = round($a*180/M_PI);

		    $q = $this->Quadrant($a);

		    $this->labels[$clusters[$i][0]+$j]="[$q:$aa] $i:$j";

		}

	    }

	}

	*/

	//-----------------------------------------------------------------------

	// Step 2 of the algorithm is use the clusters and draw the labels

	// and guidelines

	//-----------------------------------------------------------------------

	// We use the font height as the base factor for how far we need to

	// spread the labels in the Y-direction.

	$this->value->ApplyFont($img);

	$fh = $img->GetFontHeight();

	$origvstep=$fh*$this->iGuideVFactor;

	$this->value->SetMargin(0);

	// Number of clusters found

	$nc = count($clusters);

	// Walk through all the clusters

	for($i=0; $i < $nc; ++$i) {

	    // Start angle and number of slices in this cluster

	    $csize = $clusters[$i][1];

	    $a = $this->la[$clusters[$i][0]];

	    $q = $this->Quadrant($a);

	    // Now set up the start and end conditions to make sure that

	    // in each cluster we walk through the all the slices starting with the slice

	    // closest to the equator. Since all slices are numbered clockwise from "3'a clock"

	    // we have different conditions depending on in which quadrant the slice lies within.

	    if( $q == 0 ) {

		$start = $csize-1; $idx = $start; $step = -1; $vstep = -$origvstep;

	    }

	    elseif( $q == 1 ) {

		$start = 0; $idx = $start; $step = 1; $vstep = -$origvstep;

	    }

	    elseif( $q == 2 ) {

		$start = $csize-1; $idx = $start; $step = -1; $vstep = $origvstep;

	    }

	    elseif( $q == 3 ) {

		$start = 0; $idx = $start; $step = 1; $vstep = $origvstep;

	    }

	    // Walk through all slices within this cluster

	    for($j=0; $j < $csize; ++$j) {

		// Now adjust the position of the labels in each cluster starting

		// with the slice that is closest to the equator of the pie

		$a = $this->la[$clusters[$i][0]+$idx];

		// Guide line start in the center of the arc of the slice

		$r = $radius+$this->explode_radius[$n-1-($clusters[$i][0]+$idx)];

		$x = round($r*cos($a)+$xc);

		$y = round($yc-$r*sin($a));

		// The distance from the arc depends on chosen font and the "R-Factor"

		$r += $fh*$this->iGuideLineRFactor;

		// Should the labels be placed curved along the pie or in straight columns

		// outside the pie?

		if( $this->iGuideLineCurve )

		    $xt=round($r*cos($a)+$xc);

		// If this is the first slice in the cluster we need some first time

		// proessing

		if( $idx == $start ) {

		    if( ! $this->iGuideLineCurve )

			$xt=round($r*cos($a)+$xc);

		    $yt=round($yc-$r*sin($a));

		    // Some special consideration in case this cluster starts

		    // in quadrant 1 or 3 very close to the "equator" (< 20 degrees)

		    // and the previous clusters last slice is within the tolerance.

		    // In that case we add a font height to this labels Y-position

		    // so it doesn't collide with

		    // the slice in the previous cluster

		    $prevcluster = ($i + ($nc-1) ) % $nc;

		    $previdx=$clusters[$prevcluster][0]+$clusters[$prevcluster][1]-1;

		    if( $q == 1 && $a > 160*M_PI/180 ) {

			// Get the angle for the previous clusters last slice

			$diff = abs($a-$this->la[$previdx]);

			 if( $diff < $tresh_hold ) {

			     $yt -= $fh;

			 }

		    }

		    elseif( $q == 3 && $a > 340*M_PI/180 ) {

			// We need to subtract 360 to compare angle distance between

			// q=0 and q=3

			$diff = abs($a-$this->la[$previdx]-360*M_PI/180);

			if( $diff < $tresh_hold ) {

			     $yt += $fh;

			}

		    }

		}

		else {

		    // The step is at minimum $vstep but if the slices are relatively large

		    // we make sure that we add at least a step that corresponds to the vertical

		    // distance between the centers at the arc on the slice

		    $prev_a = $this->la[$clusters[$i][0]+($idx-$step)];

		    $dy = abs($radius*(sin($a)-sin($prev_a))*1.2);

		    if( $vstep > 0 )

			$yt += max($vstep,$dy);

		    else

			$yt += min($vstep,-$dy);

		}

		$label = $this->labels[$clusters[$i][0]+$idx];

		if( $csize == 1 ) {

		    // A "meta" cluster with only one slice

		    $r = $radius+$this->explode_radius[$n-1-($clusters[$i][0]+$idx)];

		    $rr = $r+$img->GetFontHeight()/2;

		    $xt=round($rr*cos($a)+$xc);

		    $yt=round($yc-$rr*sin($a));

		    $this->StrokeLabel($label,$img,$xc,$yc,$a,$r);

		    if( $this->iShowGuideLineForSingle )

			$this->guideline->Stroke($img,$x,$y,$xt,$yt);

		}

		else {

		    $this->guideline->Stroke($img,$x,$y,$xt,$yt);

		    if( $q==1 || $q==2 ) {

			// Left side of Pie

			$this->guideline->Stroke($img,$xt,$yt,$xt-$this->guidelinemargin,$yt);

			$lbladj = -$this->guidelinemargin-5;

			$this->value->halign = "right";

			$this->value->valign = "center";

		    }

		    else {

			// Right side of pie

			$this->guideline->Stroke($img,$xt,$yt,$xt+$this->guidelinemargin,$yt);

			$lbladj = $this->guidelinemargin+5;

			$this->value->halign = "left";

			$this->value->valign = "center";

		    }

		    $this->value->Stroke($img,$label,$xt+$lbladj,$yt);

		}

		// Udate idx to point to next slice in the cluster to process

		$idx += $step;

	    }

	}

    }

    function StrokeAllLabels($img,$xc,$yc,$radius) {

	// First normalize all angles for labels

	$n = count($this->la);

	for($i=0; $i < $n; ++$i) {

	    $this->la[$i] = $this->NormAngle($this->la[$i]);

	}

	if( $this->guideline->iShow ) {

	    $this->StrokeGuideLabels($img,$xc,$yc,$radius);

	}

	else {

	    $n = count($this->labels);

	    for($i=0; $i < $n; ++$i) {

		$this->StrokeLabel($this->labels[$i],$img,$xc,$yc,

				   $this->la[$i],

				   $radius + $this->explode_radius[$n-1-$i]);

	    }

	}

    }

    // Position the labels of each slice

    function StrokeLabel($label,$img,$xc,$yc,$a,$r) {

	// Default value

	if( $this->ilabelposadj === 'auto' )

	    $this->ilabelposadj = 0.65;

	// We position the values diferently depending on if they are inside

	// or outside the pie

	if( $this->ilabelposadj < 1.0 ) {

	    $this->value->SetAlign('center','center');

	    $this->value->margin = 0;

	    $xt=round($this->ilabelposadj*$r*cos($a)+$xc);

	    $yt=round($yc-$this->ilabelposadj*$r*sin($a));

	    $this->value->Stroke($img,$label,$xt,$yt);

	}

	else {

	    $this->value->halign = "left";

	    $this->value->valign = "top";

	    $this->value->margin = 0;

	    // Position the axis title.

	    // dx, dy is the offset from the top left corner of the bounding box that sorrounds the text

	    // that intersects with the extension of the corresponding axis. The code looks a little

	    // bit messy but this is really the only way of having a reasonable position of the

	    // axis titles.

	    $this->value->ApplyFont($img);

	    $h=$img->GetTextHeight($label);

	    // For numeric values the format of the display value

	    // must be taken into account

	    if( is_numeric($label) ) {

		if( $label > 0 )

		    $w=$img->GetTextWidth(sprintf($this->value->format,$label));

		else

		    $w=$img->GetTextWidth(sprintf($this->value->negformat,$label));

	    }

	    else

		$w=$img->GetTextWidth($label);

	    if( $this->ilabelposadj > 1.0 && $this->ilabelposadj < 5.0) {

		$r *= $this->ilabelposadj;

	    }

	    $r += $img->GetFontHeight()/1.5;

	    $xt=round($r*cos($a)+$xc);

	    $yt=round($yc-$r*sin($a));

	    // Normalize angle

	    while( $a < 0 ) $a += 2*M_PI;

	    while( $a > 2*M_PI ) $a -= 2*M_PI;

	    if( $a>=7*M_PI/4 || $a <= M_PI/4 ) $dx=0;

	    if( $a>=M_PI/4 && $a <= 3*M_PI/4 ) $dx=($a-M_PI/4)*2/M_PI;

	    if( $a>=3*M_PI/4 && $a <= 5*M_PI/4 ) $dx=1;

	    if( $a>=5*M_PI/4 && $a <= 7*M_PI/4 ) $dx=(1-($a-M_PI*5/4)*2/M_PI);

	    if( $a>=7*M_PI/4 ) $dy=(($a-M_PI)-3*M_PI/4)*2/M_PI;

	    if( $a<=M_PI/4 ) $dy=(1-$a*2/M_PI);

	    if( $a>=M_PI/4 && $a <= 3*M_PI/4 ) $dy=1;

	    if( $a>=3*M_PI/4 && $a <= 5*M_PI/4 ) $dy=(1-($a-3*M_PI/4)*2/M_PI);

	    if( $a>=5*M_PI/4 && $a <= 7*M_PI/4 ) $dy=0;

	    $this->value->Stroke($img,$label,$xt-$dx*$w,$yt-$dy*$h);

	}

    }

} // Class

//===================================================

// CLASS PiePlotC

// Description: Same as a normal pie plot but with a

// filled circle in the center

//===================================================

class PiePlotC extends PiePlot {

    private $imidsize=0.5;		// Fraction of total width

    private $imidcolor='white';

    public $midtitle='';

    private $middlecsimtarget="",$middlecsimalt="";

    function PiePlotC($data,$aCenterTitle='') {

	parent::PiePlot($data);

	$this->midtitle = new Text();

	$this->midtitle->ParagraphAlign('center');

    }

    function SetMid($aTitle,$aColor='white',$aSize=0.5) {

	$this->midtitle->Set($aTitle);

	$this->imidsize = $aSize ;

	$this->imidcolor = $aColor ;

    }

    function SetMidTitle($aTitle) {

	$this->midtitle->Set($aTitle);

    }

    function SetMidSize($aSize) {

	$this->imidsize = $aSize ;

    }

    function SetMidColor($aColor) {

	$this->imidcolor = $aColor ;

    }

    function SetMidCSIM($aTarget,$aAlt) {

	$this->middlecsimtarget = $aTarget;

	$this->middlecsimalt = $aAlt;

    }

    function AddSliceToCSIM($i,$xc,$yc,$radius,$sa,$ea) {

        //Slice number, ellipse centre (x,y), radius, start angle, end angle

	while( $sa > 2*M_PI ) $sa = $sa - 2*M_PI;

	while( $ea > 2*M_PI ) $ea = $ea - 2*M_PI;

	$sa = 2*M_PI - $sa;

	$ea = 2*M_PI - $ea;

	// Special case when we have only one slice since then both start and end

	// angle will be == 0

	if( abs($sa - $ea) < 0.0001 ) {

	    $sa=2*M_PI; $ea=0;

	}

	// Add inner circle first point

	$xp = floor(($this->imidsize*$radius*cos($ea))+$xc);

	$yp = floor($yc-($this->imidsize*$radius*sin($ea)));

	$coords = "$xp, $yp";

	//add coordinates every 0.25 radians

	$a=$ea+0.25;

	// If we cross the 360-limit with a slice we need to handle

	// the fact that end angle is smaller than start

	if( $sa < $ea ) {

	    while ($a <= 2*M_PI) {

		$xp = floor($radius*cos($a)+$xc);

		$yp = floor($yc-$radius*sin($a));

		$coords.= ", $xp, $yp";

		$a += 0.25;