Python turtle.right函数代码示例

def alpha_beta_helper():
	global state, root, alpha_time
	initialize()
	print("PLEASE WAIT!!!")
	root = TreeNode(-1000)
	time1 = time.time()
	alpha_beta(root, 1, state)
	init_screen()
	drawLine()
	drawGrid()
	drawColumns()
	drawRows()
	caliberate()
	col = root.ans
	row = -1
	turtle.onscreenclick(goto)
	for i in range(4):
		if state[i][col] == 0:
			row = i
			break
	state[row][col] = 1
	drawDot(row, col, 1)
	var = (int)(input("Enter 1 to continue playing or 0 to stop."))
	time2 = time.time()
	alpha_time = time2-time1
	if(var == 1):
		turtle.clear()
		turtle.goto(0, 0)
		turtle.penup()
		turtle.right(270)
		alpha_beta_helper()
	else:
		write_analysis(3)

def initBannerCanvas( numChars, numLines ):
    """
    Set up the drawing canvas to draw a banner numChars wide and numLines high.
    The coordinate system used assumes all characters are 20x20 and there
    are 10-point spaces between them.
    Postcondition: The turtle's starting position is at the bottom left
    corner of where the first character should be displayed.
    """
    # This setup function uses pixels for dimensions.
    # It creates the visible size of the canvas.
    canvas_height = 80 * numLines 
    canvas_width = 80 * numChars 
    turtle.setup( canvas_width, canvas_height )

    # This setup function establishes the coordinate system the
    # program perceives. It is set to match the planned number
    # of characters.
    height = 30 
    width = 30  * numChars
    margin = 5 # Add a bit to remove the problem with window decorations.
    turtle.setworldcoordinates(
        -margin+1, -margin+1, width + margin, numLines*height + margin )

    turtle.reset()
    turtle.up()
    turtle.setheading( 90 )
    turtle.forward( ( numLines - 1 ) * 30 )
    turtle.right( 90 )
    turtle.pensize( 2 * scale)

def hang():
	turtle.speed(0)
	if stage[0]==0:
		go_to(-300,0,0)
		turtle.forward(600)
		go_to(-100,0, 90)
		turtle.forward(200)
		turtle.right(90)
		turtle.forward(100)
		turtle.right(90)
		turtle.forward(25)
	elif stage[0]==1:
		go_to(0, 150, 0)
		turtle.circle(12.5)
	elif stage[0]==2:
		go_to(0,150, -90)
		turtle.forward(50)
	elif stage[0]==3:
		go_to(0,140, -45)
		turtle.forward(25)
		go_to(0,140, -135)
		turtle.forward(25)
	elif stage[0]==4:
		go_to(0,100, -45)
		turtle.forward(25)
		go_to(0,100, -135)
		turtle.forward(25)
	stage[0]+=1
	return 0

def draw_star(size, color):

    turtle.pendown()
    turtle.begin_fill()
    turtle.color(1,1,1)
    turtle.forward(2.5) 
    turtle.left(size)
    turtle.forward(2.5)
    turtle.right(144)
    turtle.forward(2.5)
    turtle.left(size)
    turtle.forward(2.5)
    turtle.right(144)
    turtle.forward(2.5)
    turtle.left(size)
    turtle.forward(2.5)
    turtle.right(144)
    turtle.forward(2.5)
    turtle.left(size)
    turtle.forward(2.5)
    turtle.right(144)
    turtle.forward(2.5)
    turtle.left(size)
    turtle.forward(2.5)
    turtle.right(144)
    turtle.end_fill()
    turtle.penup()

def draw_fractal4(turtle, size):
	for i in range(1,5):
		for i in range(1,3):
			draw_fractal3(turtle, size)
			turtle.forward(size * 27)
		turtle.forward(size * 27)
		turtle.right(90)

def demo():
    turtle.forward(100)
    turtle.left(120)
    turtle.forward(80)
    turtle.right(90)
    turtle.forward(80)
    turtle.exitonclick()

def star( x, y, scale, fill, color ):
	'''draws a star given location, scale, and color'''
	goto( x, y )
	
	if fill == "True":
		'''if the scale is 1, and fill == True
			then this function will draw a star 
			with its left point at (x,y) and
			will have star ray lengths of 50
			and filled with the color given'''
		t.begin_fill()
		t.color(color)
		for i in range(10):
			t.forward(50*scale)
			t.right(108)
			t.forward(50*scale)
			t.left(144)
		t.end_fill()
	else: 
		'''if the scale is 1, and fill == False
			then this function will draw a star 
			with its left point at (x,y) and
			will have star ray lengths of 50
			and with no color fill'''
		t.begin_fill()
		for i in range(10):
			t.forward(50*scale)
			t.right(108)
			t.forward(50*scale)
			t.left(144)

def draw_tree(depth, height, branches, leafs, angle):
    """
    Draws the tree using recursion
    :pre: pos(0,0), heading east, up
    :post: pos(0,0), heading east, up
    :param depth: number of layers of sub branches (recursion depth)
    :param height: height of tree
    :param branches: number of branches
    :param leafs: number of leafs
    :param angle: angle between branches
    :return: None
    """
    if depth == 0:
        leafs = random.randint(0, leafs)
        draw_leaf(leafs)
        t.down()
        pass

    else:
        t.color('brown')
        t.forward(height)
        for i in range(1, branches+1):
            t.left(90 - i * angle)
            #random branches
            branches = random.randint(branches-1,branches+5)
            draw_tree(depth - 1, height * HEIGHT_FACTOR, branches, leafs, angle)
            t.right(90 - i * angle)
            #random angle
            angle = random.randint(angle-1, angle+1)
            if depth == 1:
                break
        t.color('brown')
        t.backward(height)

def draw_leaf(no_of_leafs):
    """
    Draws leafs at the end of branch. Min 0 and max = no_of_leafs
    :pre: pos(0,0), heading east, up
    :post: pos(0,0), heading east, up
    :param no_of_leafs: maximum number of leads drawn
    :return: None
    """
    for i in range(no_of_leafs):
        # draws random poylgon from triangle to hexagon
        sides = random.randint(3, 6)
        color = random.choice(COLORS)
        size = 10
        angle = 360/sides
        t.left(90 - i * angle)
        t.right(90)
        t.begin_fill()
        t.down()
        t.color(color)
        for _ in range(sides):
            t.forward(size)
            t.left(angle)
        t.left(90)
        t.up()
        t.end_fill()
        t.right(90 - i * angle)

    global LEAF_COUNTER
    LEAF_COUNTER += 1

def drawMyTree(trunk):
    """
    Draws the tree of type MyTree
    :pre: (relative) pos (0,0), heading (north), up
    :post: (relative) pos (0,0), heading (north), up
    :return: height of tree
    """
    drawTrunk(trunk)
    turtle.right(60)
    turtle.forward(30)
    turtle.left(60)
    turtle.forward(60)
    turtle.left(60)
    turtle.forward(30)
    turtle.left(60)
    turtle.forward(30)
    turtle.left(60)
    turtle.forward(60)
    turtle.left(60)
    turtle.forward(30)
    turtle.right(60)
    turtle.forward(trunk)
    turtle.left(90)
    height = trunk + (30 * (3 ** 0.5) + 60)
    return height

def robber_move(turtle):
    fifty_fifty = random.randrange(0, 2)
    if fifty_fifty == 0:
        turtle.right(90)
    else:
        turtle.left(90)
    turtle.forward(10)

def drawFins(size):
    
    turtle.fillcolor("red")    
    turtle.setheading(90)
    turtle.begin_fill()
    turtle.forward(0.2*size)
    turtle.left(120)
    turtle.forward(0.6*size) 
    turtle.right(120)
    turtle.forward(0.3*size) 
    turtle.right(40)
    turtle.forward(0.8*size)
    turtle.end_fill()    
    
    turtle.setheading(0)
    
    turtle.begin_fill()

    turtle.penup()
    turtle.forward(size)
    turtle.pendown()
    turtle.begin_fill()
    turtle.right(50)
    turtle.forward(0.8*size) 
    turtle.right(40)
    turtle.forward(0.3*size) 
    turtle.right(120)
    turtle.forward(0.6*size)
    turtle.end_fill()

def drawS(length):
    """
    Draw English character 'S'
    :pre: (relative) pos (X,Y), heading (east), up
    :post: (relative) pos (X+length,Y), heading (east), up
    :return: None
    """
    turtle.up()
    turtle.left(90)
    turtle.forward(length)
    turtle.right(90)
    turtle.down()
    turtle.forward(length)
    turtle.right(180)
    turtle.forward(length)
    turtle.left(90)
    turtle.forward(length / 2)
    turtle.left(90)
    turtle.forward(length)
    turtle.right(90)
    turtle.forward(length / 2)
    turtle.right(90)
    turtle.forward(length)
    turtle.right(180)
    turtle.forward(length)
    turtle.up()

def y_tree(length = 200):
    """
    This function receives a length and draws a tree according to the length
    in an angle 60 between the branches always reducing the next length by
    0.6. The drawing ends when the length is smaller than 10
    :param length: The length of the branch to draw, default 200
    :return: None
    """
    ANGLE_BETWEEN_BRANCHES = 60
    LENGTH_REDUCTION = 0.6
    MIN_LENGTH = 10


    if length <= MIN_LENGTH:
        return
    else:
        turtle.forward(length)                  # draws the branch
        turtle.left(ANGLE_BETWEEN_BRANCHES / 2)
        y_tree(LENGTH_REDUCTION * length)       # draws the left branch

        turtle.right(ANGLE_BETWEEN_BRANCHES)
        y_tree(LENGTH_REDUCTION * length)       # draws the right branch

        turtle.left(ANGLE_BETWEEN_BRANCHES / 2)
        turtle.backward(length)                 # returns back to draw next

def plano2d():
  turtle.penup()

  for i in range(13):
    y = 264 - (44 *i)
    turtle.penup()
    turtle.setposition(-264,y)
    turtle.pendown()
    turtle.forward(528)
  
  turtle.right(90)

  for i in range(13):
    x = -264 + (44*i)
    turtle.penup()
    turtle.setposition(x,264)
    turtle.pendown()
    turtle.forward(528)
  
  turtle.penup()
  turtle.home()
  turtle.pendown()
  turtle.color("blue")         
  turtle.pensize(3)

  for i in range(4):
    grados = 90 * (i+1)
    turtle.home()
    turtle.left(grados)
    turtle.forward(264)