data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCSpeed1.3NextLevelAlienFort-1-110-2109Variable used to control direction of motion.
Bounds variables set left and right bounds for each clone.Sets the digit to the correct location when the game begins.Checks for mouse click then initializes game.1Watches for command to fire and checks if the base is reloaded.BaseXBaseYLaserBeamChecks for collision with laser1datamapmany1data lists11110i1contcatchtagcontcatchtagBoth if statements evaluate if the alien is beyond the bounds and if so switches direction.5Checks for winning condition.Timer prevents constant firing. Random number adds randomness to whether a shot is fired so that firing is not simply time based.FortY20FortX-150-1K controls the number of clusters.
i controls the number of rows.
j controls the number of columns in each row.
Other numbers that are hard coded were chosen to make three clusters fit on the screen.Creates clones at given positions. Position variables are global and are used by alien clones.
Alien list is later used by clones to determine who can fire. The value 1 indicates that the alien is active a value of 0 indicates the alien is not active.00.15-1101352500-10001,1,1,1,1,1,1,1,19-140-2510-70-90