# How can i understand the algorithm wu line?

I have Wu's line algorithm but I don't understand all the lines of code very well.

public static void drawLine(Graphics g, double x0, double y0, double x1, double y1, int value) {

boolean steep = abs(y1 - y0) > abs(x1 - x0);
if (steep)
drawLine(g, y0, x0, y1, x1, value);

if (x0 > x1)
drawLine(g, x1, y1, x0, y0, value);

double dx = x1 - x0;
double dy = y1 - y0;
double gradient = dy / dx;

// handle first endpoint
double xend = round(x0);
double yend = y0 + gradient * (xend - x0);
double xgap = rfpart(x0 + 0.5);
double xpxl1 = xend; // this will be used in the main loop
double ypxl1 = ipart(yend);

if (steep) {
plot(g, ypxl1, xpxl1, rfpart(yend) * xgap);
plot(g, ypxl1 + 1, xpxl1, fpart(yend) * xgap);
} else {
plot(g, xpxl1, ypxl1, rfpart(yend) * xgap);
plot(g, xpxl1, ypxl1 + 1, fpart(yend) * xgap);
}

// first y-intersection for the main loop
double intery = yend + gradient;

// handle second endpoint
xend = round(x1);
yend = y1 + gradient * (xend - x1);
xgap = fpart(x1 + 0.5);
double xpxl2 = xend; // this will be used in the main loop
double ypxl2 = ipart(yend);

if (steep) {
plot(g, ypxl2, xpxl2, rfpart(yend) * xgap);
plot(g, ypxl2 + 1, xpxl2, fpart(yend) * xgap);
} else {
plot(g, xpxl2, ypxl2, rfpart(yend) * xgap);
plot(g, xpxl2, ypxl2 + 1, fpart(yend) * xgap);
}

// main loop
for (double x = xpxl1 + 1; x <= xpxl2 - 1; x++) {
if (steep) {
plot(g, ipart(intery), x, rfpart(intery));
plot(g, ipart(intery) + 1, x, fpart(intery));
} else {
plot(g, x, ipart(intery), rfpart(intery));
plot(g, x, ipart(intery) + 1, fpart(intery));
}