10款java小游戏项目

// Decompiled by Jad v1.5.8g. Copyright 2001 Pavel Kouznetsov. // Jad home page: http://www.kpdus.com/jad.html // Decompiler options: packimports(3) // Source File Name: ShootingAnime.java import java.awt.*; import java.awt.event.*; public class ShootingAnime extends Frame { class Back { public void Init(int c0) { Px0 = c0; } public void Move(int K01) { Px0 -= K01; if(Px0 <= -640) Px0 = 0; } public void Draw(Graphics g, Image imgl) { g.drawImage(imgl, Px0, 0, null); g.drawImage(imgl, Px0 + 640, 0, null); } private int Px0; Back() { } } class Bakuhatu { public void Init() { for(int i = 0; i <= 9; i++) { Px[i] = -500; Py[i] = 2550; AddPx[i] = 0; AddPy[i] = 0; Active[i] = 0; } } public void Put(int putX, int putY, int HabaX1, int HabaX2, int HsuuX, int HabaY1, int HabaY2, int HsuuY, int Type) { for(int i = 0; i <= 9; i++) if(Active[i] == 0) { Active[i] = 1; Px[i] = putX + (HabaX1 - HabaX2) / 2 + HsuuX; Py[i] = putY + (HabaY1 - HabaY2) / 2 + HsuuY; if(Type == 0) AddPx[i] = (int)Math.round(Math.random() * 30D + 20D); if(Type == 1) { AddPx[i] = (int)Math.round(Math.random() * 30D + 20D); AddPy[i] = (int)Math.round(3D - Math.random() * 6D); } if(Type == 2) { AddPx[i] = (int)Math.round(Math.random() * 30D + 20D); AddPy[i] = (int)Math.round(3D - Math.random() * 6D); } if(Type == 3) { AddPx[i] = (int)Math.round(Math.random() * 15D + 7D); AddPy[i] = (int)Math.round(3D - Math.random() * 6D); } } } public void Move(int putX, int HasiX, int Fugo) { for(int i = 0; i <= 9; i++) { if(Fugo == 1) { if(Active[i] == 1) { Px[i] = Px[i] + AddPx[i]; Py[i] = Py[i] + AddPy[i]; } if(Px[i] >= putX + HasiX) { Active[i] = 0; Px[i] = -500; Py[i] = -2550; } } if(Fugo == -1) { if(Active[i] == 1) { Px[i] = Px[i] - AddPx[i]; Py[i] = Py[i] + AddPy[i]; } if(Px[i] <= putX + HasiX || Px[i] >= 490) { Active[i] = 0; Px[i] = -500; Py[i] = -2550; } } } } public void Draw(Graphics g, Image imgl0) { for(int i = 0; i <= 9; i++) if(Active[i] == 1) g.drawImage(imgl0, Px[i], Py[i], null); } private int Px[]; private int Py[]; private int AddPx[]; private int AddPy[]; private int Active[]; Bakuhatu() { Px = new int[10]; Py = new int[10]; AddPx = new int[10]; AddPy = new int[10]; Active = new int[10]; } } class Jiki { public void Init() { Px = 80; Py = 155; AddPx = 0; AddPy = 0; BonBon = 0; } public void Move() { Px += AddPx; Py += AddPy; if(Px < 0) Px = 0; if(Px > 340) Px = 340; if(Py < 0) Py = 0; if(Py > 310) Py = 310; } public void UPscr(int Kazu) { AddPy = Kazu; } public void DOWNscr(int Kazu) { AddPy = Kazu; } public void LEFTscr(int Kazu) { AddPx = Kazu; } public void RIGHTscr(int Kazu) { AddPx = Kazu; } public void Draw(Graphics g, Image imgl) { g.drawImage(imgl, Px, Py, null); } int Px; int Py; private int AddPx; private int AddPy; int BonBon; Jiki() { } } class JikiRay { public void Init(int Addcnt) { for(int i = 0; i <= 29; i++) { Active[i] = 0; Px[i] = -500; Py[i] = 2550; AddCnt[i] = Addcnt; DR[i] = 3.1415926535897931D; } } public void Put(int Kazu, int putX, int putY, int HsuuY) { if(Active[Kazu] == 0) { Active[Kazu] = 1; Px[Kazu] = putX + 3; Py[Kazu] = putY + 17 + HsuuY; AddCnt[Kazu] = 6; DR[Kazu] = 3.1415926535897931D; } } public void Move(int putX, int Do1, int Do2, int Fugo, int Kesu) { for(int i = 0; i <= 29; i++) { if(Active[i] == 1) { Px[i] = Px[i] + (int)Math.round((double)AddCnt[i] * Math.cos(DR[i])); Py[i] = Py[i] + (int)Math.round((double)AddCnt[i] * Math.sin(DR[i])); } if(Px[i] >= putX + 3) { if(Fugo == 1) DR[i] = DR[i] + 3.1415926535897931D / (double)Do1; if(Fugo == -1) DR[i] = DR[i] - 3.1415926535897931D / (double)Do1; } else { if(Fugo == 1) DR[i] = DR[i] + 3.1415926535897931D / (double)Do2; if(Fugo == -1) DR[i] = DR[i] - 3.1415926535897931D / (double)Do2; } if(Kesu == 1 && Px[i] >= 660) Active[i] = 0; if(Kesu == 2 && (Px[i] >= 660 || Py[i] <= -20 || Py[i] >= 360)) Active[i] = 0; } } public void Move2(int putX, int Do1, int Do2, int Fugo, int Kesu, int Ex, int Ey, int n) { for(int i = 0; i <= 29; i++) { if(Active[i] == 1) { Px[i] = Px[i] + (int)Math.round((double)AddCnt[i] * Math.cos(DR[i])) + Tx[i]; Py[i] = Py[i] + (int)Math.round((double)AddCnt[i] * Math.sin(DR[i])) + Ty[i]; Tx[i] = (Px[i] - Ex) / n; Ty[i] = (Py[i] - Ey) / n; } if(Px[i] >= putX + 3) { if(Fugo == 1) DR[i] = DR[i] + 3.1415926535897931D / (double)Do1; if(Fugo == -1) DR[i] = DR[i] - 3.1415926535897931D / (double)Do1; } else