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Diffstat (limited to 'srcs/phpmyadmin/vendor/bacon/bacon-qr-code/src/Renderer/Path/EllipticArc.php')
-rw-r--r--srcs/phpmyadmin/vendor/bacon/bacon-qr-code/src/Renderer/Path/EllipticArc.php278
1 files changed, 0 insertions, 278 deletions
diff --git a/srcs/phpmyadmin/vendor/bacon/bacon-qr-code/src/Renderer/Path/EllipticArc.php b/srcs/phpmyadmin/vendor/bacon/bacon-qr-code/src/Renderer/Path/EllipticArc.php
deleted file mode 100644
index eff7deb..0000000
--- a/srcs/phpmyadmin/vendor/bacon/bacon-qr-code/src/Renderer/Path/EllipticArc.php
+++ /dev/null
@@ -1,278 +0,0 @@
-<?php
-declare(strict_types = 1);
-
-namespace BaconQrCode\Renderer\Path;
-
-final class EllipticArc implements OperationInterface
-{
- private const ZERO_TOLERANCE = 1e-05;
-
- /**
- * @var float
- */
- private $xRadius;
-
- /**
- * @var float
- */
- private $yRadius;
-
- /**
- * @var float
- */
- private $xAxisAngle;
-
- /**
- * @var bool
- */
- private $largeArc;
-
- /**
- * @var bool
- */
- private $sweep;
-
- /**
- * @var float
- */
- private $x;
-
- /**
- * @var float
- */
- private $y;
-
- public function __construct(
- float $xRadius,
- float $yRadius,
- float $xAxisAngle,
- bool $largeArc,
- bool $sweep,
- float $x,
- float $y
- ) {
- $this->xRadius = abs($xRadius);
- $this->yRadius = abs($yRadius);
- $this->xAxisAngle = $xAxisAngle % 360;
- $this->largeArc = $largeArc;
- $this->sweep = $sweep;
- $this->x = $x;
- $this->y = $y;
- }
-
- public function getXRadius() : float
- {
- return $this->xRadius;
- }
-
- public function getYRadius() : float
- {
- return $this->yRadius;
- }
-
- public function getXAxisAngle() : float
- {
- return $this->xAxisAngle;
- }
-
- public function isLargeArc() : bool
- {
- return $this->largeArc;
- }
-
- public function isSweep() : bool
- {
- return $this->sweep;
- }
-
- public function getX() : float
- {
- return $this->x;
- }
-
- public function getY() : float
- {
- return $this->y;
- }
-
- /**
- * @return self
- */
- public function translate(float $x, float $y) : OperationInterface
- {
- return new self(
- $this->xRadius,
- $this->yRadius,
- $this->xAxisAngle,
- $this->largeArc,
- $this->sweep,
- $this->x + $x,
- $this->y + $y
- );
- }
-
- /**
- * Converts the elliptic arc to multiple curves.
- *
- * Since not all image back ends support elliptic arcs, this method allows to convert the arc into multiple curves
- * resembling the same result.
- *
- * @see https://mortoray.com/2017/02/16/rendering-an-svg-elliptical-arc-as-bezier-curves/
- * @return array<Curve|Line>
- */
- public function toCurves(float $fromX, float $fromY) : array
- {
- if (sqrt(($fromX - $this->x) ** 2 + ($fromY - $this->y) ** 2) < self::ZERO_TOLERANCE) {
- return [];
- }
-
- if ($this->xRadius < self::ZERO_TOLERANCE || $this->yRadius < self::ZERO_TOLERANCE) {
- return [new Line($this->x, $this->y)];
- }
-
- return $this->createCurves($fromX, $fromY);
- }
-
- /**
- * @return Curve[]
- */
- private function createCurves(float $fromX, $fromY) : array
- {
- $xAngle = deg2rad($this->xAxisAngle);
- list($centerX, $centerY, $radiusX, $radiusY, $startAngle, $deltaAngle) =
- $this->calculateCenterPointParameters($fromX, $fromY, $xAngle);
-
- $s = $startAngle;
- $e = $s + $deltaAngle;
- $sign = ($e < $s) ? -1 : 1;
- $remain = abs($e - $s);
- $p1 = self::point($centerX, $centerY, $radiusX, $radiusY, $xAngle, $s);
- $curves = [];
-
- while ($remain > self::ZERO_TOLERANCE) {
- $step = min($remain, pi() / 2);
- $signStep = $step * $sign;
- $p2 = self::point($centerX, $centerY, $radiusX, $radiusY, $xAngle, $s + $signStep);
-
- $alphaT = tan($signStep / 2);
- $alpha = sin($signStep) * (sqrt(4 + 3 * $alphaT ** 2) - 1) / 3;
- $d1 = self::derivative($radiusX, $radiusY, $xAngle, $s);
- $d2 = self::derivative($radiusX, $radiusY, $xAngle, $s + $signStep);
-
- $curves[] = new Curve(
- $p1[0] + $alpha * $d1[0],
- $p1[1] + $alpha * $d1[1],
- $p2[0] - $alpha * $d2[0],
- $p2[1] - $alpha * $d2[1],
- $p2[0],
- $p2[1]
- );
-
- $s += $signStep;
- $remain -= $step;
- $p1 = $p2;
- }
-
- return $curves;
- }
-
- /**
- * @return float[]
- */
- private function calculateCenterPointParameters(float $fromX, float $fromY, float $xAngle)
- {
- $rX = $this->xRadius;
- $rY = $this->yRadius;
-
- // F.6.5.1
- $dx2 = ($fromX - $this->x) / 2;
- $dy2 = ($fromY - $this->y) / 2;
- $x1p = cos($xAngle) * $dx2 + sin($xAngle) * $dy2;
- $y1p = -sin($xAngle) * $dx2 + cos($xAngle) * $dy2;
-
- // F.6.5.2
- $rxs = $rX ** 2;
- $rys = $rY ** 2;
- $x1ps = $x1p ** 2;
- $y1ps = $y1p ** 2;
- $cr = $x1ps / $rxs + $y1ps / $rys;
-
- if ($cr > 1) {
- $s = sqrt($cr);
- $rX *= $s;
- $rY *= $s;
- $rxs = $rX ** 2;
- $rys = $rY ** 2;
- }
-
- $dq = ($rxs * $y1ps + $rys * $x1ps);
- $pq = ($rxs * $rys - $dq) / $dq;
- $q = sqrt(max(0, $pq));
-
- if ($this->largeArc === $this->sweep) {
- $q = -$q;
- }
-
- $cxp = $q * $rX * $y1p / $rY;
- $cyp = -$q * $rY * $x1p / $rX;
-
- // F.6.5.3
- $cx = cos($xAngle) * $cxp - sin($xAngle) * $cyp + ($fromX + $this->x) / 2;
- $cy = sin($xAngle) * $cxp + cos($xAngle) * $cyp + ($fromY + $this->y) / 2;
-
- // F.6.5.5
- $theta = self::angle(1, 0, ($x1p - $cxp) / $rX, ($y1p - $cyp) / $rY);
-
- // F.6.5.6
- $delta = self::angle(($x1p - $cxp) / $rX, ($y1p - $cyp) / $rY, (-$x1p - $cxp) / $rX, (-$y1p - $cyp) / $rY);
- $delta = fmod($delta, pi() * 2);
-
- if (! $this->sweep) {
- $delta -= 2 * pi();
- }
-
- return [$cx, $cy, $rX, $rY, $theta, $delta];
- }
-
- private static function angle(float $ux, float $uy, float $vx, float $vy) : float
- {
- // F.6.5.4
- $dot = $ux * $vx + $uy * $vy;
- $length = sqrt($ux ** 2 + $uy ** 2) * sqrt($vx ** 2 + $vy ** 2);
- $angle = acos(min(1, max(-1, $dot / $length)));
-
- if (($ux * $vy - $uy * $vx) < 0) {
- return -$angle;
- }
-
- return $angle;
- }
-
- /**
- * @return float[]
- */
- private static function point(
- float $centerX,
- float $centerY,
- float $radiusX,
- float $radiusY,
- float $xAngle,
- float $angle
- ) : array {
- return [
- $centerX + $radiusX * cos($xAngle) * cos($angle) - $radiusY * sin($xAngle) * sin($angle),
- $centerY + $radiusX * sin($xAngle) * cos($angle) + $radiusY * cos($xAngle) * sin($angle),
- ];
- }
-
- /**
- * @return float[]
- */
- private static function derivative(float $radiusX, float $radiusY, float $xAngle, float $angle) : array
- {
- return [
- -$radiusX * cos($xAngle) * sin($angle) - $radiusY * sin($xAngle) * cos($angle),
- -$radiusX * sin($xAngle) * sin($angle) + $radiusY * cos($xAngle) * cos($angle),
- ];
- }
-}
generated by cgit (git 2.34.1) at 2026-05-16 07:36:56 +0000