applet -> none applet

[HeavenAgain]

ummm, ok, can anyone "translate" the below languange into dr.java? (not in applet form?) so i can run this in my dr.java?
please and thank you

Java:

import java.awt.*; import java.applet.*; public class SierpinskiTriangle extends Applet {     private Graphics g;     private int dMin=4;    // limit to recursion in pixels     public void paint(Graphics g) {         this.g = g;         int d  = 1024;    // basis (width of the triangle)         int x0 =   50;    // distance from the left         int y0 =   50;    // distance from the top         int h  = (int)(d*Math.sqrt(3)/2);    // height         // so: suitable for an equilateral triangle         int xA=x0,      yA=y0+h;    // (bottom-left)         int xB=x0+d,    yB=y0+h;    // (bottom-right)         int xC=x0+d/2,  yC=y0;    // equilateral triangle (top-center)         int[] x = { xA, xB, xC };         int[] y = { yA, yB, yC };         drawSierpinskiTriangle( x, y, d/2 );     // start recursion     }     private void drawSierpinskiTriangle ( int[] x, int[] y, int d ) {         if (d<=dMin) g.fillPolygon ( x, y, 3 );  // bottom of the recursion         else {             // centers of the sides:             int xMc = (x[0]+x[1])/2,    yMc = (y[0]+y[1])/2;             int xMb = (x[0]+x[2])/2,    yMb = (y[0]+y[2])/2;             int xMa = (x[1]+x[2])/2,    yMa = (y[1]+y[2])/2;             int[] xNew1 = { x[0], xMc, xMb };             int[] yNew1 = { y[0], yMc, yMb };             drawSierpinskiTriangle ( xNew1, yNew1, d/2 );    // recursion             int[] xNew2 = { x[1], xMc, xMa };             int[] yNew2 = { y[1], yMc, yMa };             drawSierpinskiTriangle ( xNew2, yNew2, d/2 );    // recursion             int[] xNew3 = { x[2], xMb, xMa };             int[] yNew3 = { y[2], yMb, yMa };             drawSierpinskiTriangle ( xNew3, yNew3, d/2 );    // recursion         }     } }

[Ultrahex]

#1, This is an applet .... you should be able to figure out how to run an applet....
#2, why should we do work for you?
#3, why cant you convert to something else yourself?

#4, here it is, but don't expect us to do it again

Java:

import java.awt.*; import javax.swing.*; public class SierpinskiTriangle {     public static void main (String[]args) {         new TriFrame();     } } class TriFrame extends JFrame {     Graphics g;     int dMin=4;    // limit to recursion in pixels         public TriFrame() {         super();         setVisible(true);         setSize(1100,960);     }         public void paint(Graphics g) {         this.g = g;         int d  = 1024;    // basis (width of the triangle)         int x0 =   50;    // distance from the left         int y0 =   50;    // distance from the top         int h  = (int)(d*Math.sqrt(3)/2);    // height         // so: suitable for an equilateral triangle         int xA=x0,      yA=y0+h;    // (bottom-left)         int xB=x0+d,    yB=y0+h;    // (bottom-right)         int xC=x0+d/2,  yC=y0;    // equilateral triangle (top-center)         int[] x = { xA, xB, xC };         int[] y = { yA, yB, yC };         drawSierpinskiTriangle( x, y, d/2 );     // start recursion     }     private void drawSierpinskiTriangle ( int[] x, int[] y, int d ) {         if (d<=dMin) g.fillPolygon ( x, y, 3 );  // bottom of the recursion         else {             // centers of the sides:             int xMc = (x[0]+x[1])/2,    yMc = (y[0]+y[1])/2;             int xMb = (x[0]+x[2])/2,    yMb = (y[0]+y[2])/2;             int xMa = (x[1]+x[2])/2,    yMa = (y[1]+y[2])/2;             int[] xNew1 = { x[0], xMc, xMb };             int[] yNew1 = { y[0], yMc, yMb };             drawSierpinskiTriangle ( xNew1, yNew1, d/2 );    // recursion             int[] xNew2 = { x[1], xMc, xMa };             int[] yNew2 = { y[1], yMc, yMa };             drawSierpinskiTriangle ( xNew2, yNew2, d/2 );    // recursion             int[] xNew3 = { x[2], xMb, xMa };             int[] yNew3 = { y[2], yMb, yMa };             drawSierpinskiTriangle ( xNew3, yNew3, d/2 );    // recursion         }     } }